Abramowitz, M., and Stegun, I. A. 1965. Handbook of Mathematical Functions. New York: Dover. 9th Dover printing of the 1964 original work published by the National Bureau of Standards. Conforms to the 10th (December 1972) printing by the Government Printing Office with additional corrections.Google Scholar

Abrassart, Arthur Eugene. 1967. Dimensional Analysis in Economics. Ph.D. thesis, University of Illinois.Google Scholar

Abreu, Everton M. C., Moura, N. J. Jr. Soares, Abner D., and Ribeiro, Marcelo Byrro. 2019. Oscillations in the Tsallis Income Distribution. Physica A, 533, 121967, arXiv:1706.10141v2.Google Scholar

Acemoglu, Daron. 2009. Introduction to Modern Economic Growth. Princeton University Press.Google Scholar

Aitchison, J., and Brown, J. A. C. 1957. The Lognormal Distribution. 1st ed. University of Cambridge Department of Applied Economics Monograph: 5. Cambridge: Cambridge University Press.Google Scholar

Alexander, Herbert B. 1922. Brazilian and United States Slavery Compared. Journal of Negro History, 7(4), 349–364.Google Scholar

Aliber, Robert Z., and Kindleberger, Charles P. 2015. Manias, Panics and Crashes: A History of Financial Crashes. 7th ed. Palgrave Macmillan.Google Scholar

Anderson, P. W. 1972. More Is Different. Science, 177(4047), 393–396.Google Scholar

Angle, John. 1983. The Surplus Theory of Social Stratification and the Size Distribution of Personal Wealth. Pages 395–400 of: Proceedings of the Social Statistics Section of the American Statistical Association.Google Scholar

Angle, John. 1986a. Coalitions in a Stochastic Process of Wealth Distribution. Pages 259–263 of: Proceedings of the American Statistical Association, Social Statistics Section. American Statistical Association, Alexandria, VA.Google Scholar

Angle, John. 1986b. The Surplus Theory of Social Stratification and the Size Distribution of Personal Wealth. Social Forces, 65(2), 293–326.Google Scholar

Angle, John. 1990. A Stochastic Interacting Particle System Model of the Size Distribution of Wealth and Income. Pages 279–284 of: Proceedings of the Social Statistics Section of the American Statistical Association.Google Scholar

Angle, John. 1992. The Inequality Process and the Distribution of Income to Blacks and Whites. Journal of Mathematical Sociology, 17(1), 77–98.Google Scholar

Angle, John. 1993a. An Apparent Invariance of the Size Distribution of Personal Income Conditioned on Education. Pages 197–292 of: Proceedings of the Social Statistics Section of the American Statistical Association.Google Scholar

Angle, John. 1993b. Deriving the Size Distribution of the Personal Wealth from “the Rich Get Richer, the Poor Get Poorer.” Journal of Mathematical Sociology, 18(1), 27–46.CrossRefGoogle Scholar

Angle, John. 1996. How the Gamma Law of Income Distribution Appears Invariant under Aggregation. Journal of Mathematical Sociology, 21(4), 325–358.Google Scholar

Angle, John. 1997. A Theory of Income Distribution. Pages 388–393 of: Proceedings of the Section on Government Statistics and Section on Social Statistics of the American Statistical Association.Google Scholar

Angle, John. 1998. Contingent Forecasting of the Size of the Small Income Population in a Recession. Pages 138–143 of: Proceedings of the Section on Government Statistics and Section on Social Statistics of the American Statistical Association.Google Scholar

Angle, John. 1999a. Contingent Forecasting of the Size of a Vulnerable Nonmetro Population. Pages 161–169 of: Proceedings of the 1999 Federal Forecasters’ Conference. Washington, DC: US Government Printing Office.Google Scholar

Angle, John. 1999b. Pervasive Competition: The Dynamics of Incomes and Income Distribution. Pages 331–336 of: Proceedings of the Government Statistics and Social Statistics Sections of the American Statistical Association.Google Scholar

Angle, John. 2000. The Binary Interacting Particle System (bips) Underlying the Maxentropic of the Gamma Law of Income Distribution. Pages 270–275 of: Proceedings of the American Statistical Association, Social Statistics Section. American Statistical Association, Alexandria, VA.Google Scholar

Angle, John. 2001. Modeling the Right Tail of the Nonmetro Distribution of Wage and Salary Income. In: Proceedings of the American Statistical Association, Social Statistics Section. American Statistical Association, Alexandria, VA. [CD-ROM].Google Scholar

Angle, John. 2002a. Contingent Forecasting of Bulges in the Left and Right Tails of the Nonmetro Wage and Salary Income Distribution. In: Proceedings of the 2002 Federal Forecasters’ Conference. Washington, DC: US Government Printing Office.Google Scholar

Angle, John. 2002b. Modeling the Dynamics of the Nonmetro Distribution of Wage and Salary Income as a Function of Its Mean. In: Proceedings of the American Statistical Association, Business and Economics Statistics Section. American Statistical Association, Alexandria, VA. [CD-ROM].Google Scholar

Angle, John. 2002c. The Statistical Signature of Pervasive Competition on Wage and Salary Incomes. Journal of Mathematical Sociology, 26(4), 217–270.Google Scholar

Angle, John. 2003a. The Dynamics of the Distribution of Wage and Salary Income in the Nonmetropolitan U.S. Estadística, 55(164–165), 59–93.Google Scholar

Angle, John. 2003b. Imitating the Salamander: A Model of the Right Tail of the Wage Distribution Truncated by Topcoding. In: Proceedings of the Conference of the Federal Committee on Statistical Methodology. Federal Committee on Statistical Methodology. https://s3.amazonaws.com/sitesusa/wp-content/uploads/sites/242/2014/05/2003FCSM_Angle.pdf (accessed May 4, 2017).Google Scholar

Angle, John. 2004 . The Inequality Process. Pages 488–490 of: Lewis-Beck, Michael S., Bryman, Alan, and Liao, Tim Futing (eds.), The SAGE Encyclopedia of Social Science Research Methods, vol. 2. Thousand Oaks, SAGE.Google Scholar

Angle, John. 2005 (Feb.). Speculation: The Inequality Process Is the Competition Process Driving Human Evolution. In: First General Scholarly Meeting. Society for Anthropological Science, Santa Fe, NM.Google Scholar

Angle, John. 2006. The Inequality Process as a Wealth Maximizing Process. Physica A, 367, 388–414.Google Scholar

Angle, John. 2007a (Oct.). The Econophysics of Income Distribution as Economics. Preprint: http://andromeda.rutgers.edu/∼jmbarr/EEA2008/angle.pdf (accessed July 24, 2017).Google Scholar

Angle, John. 2007b. The Macro Model of the Inequality Process and the Surging Relative Frequency of Large Wave Incomes. Pages 185–213 of: Chatterjee, Arnab, and Chakrabarti, Bikas K. (eds.), Econophysics of Markets and Business Networks. Berlin: Springer.Google Scholar

Angle, John. 2007c. A Mathematical Sociologist’s Tribute to Comte: Sociology as Science. Footnotes, 35(2), 10–11. www.asanet.org/sites/default/files/fn_2007_02.pdf (accessed May 4, 2017).Google Scholar

Angle, John. 2009. Two Similar Particle Systems of Labor Income Distribution Conditioned on Education. In: JSM Proceedings, Business and Economics Statistics Sections. American Statistical Association, Alexandria, VA. [CD-ROM].Google Scholar

Angle, John. 2012. The Inequality Process versus the Saved Wealth Model: Which Is the More Likely to Imply an Analogue of Thermodynamics in Social Science? Journal of Mathematical Sociology, 36, 156–182.Google Scholar

Angle, John. 2013. How to Win Acceptance of the Inequality Process as Economics? IIM Kozhikode Society and Management Review, 2(2), 117–134. Preprint: https://mpra.ub.uni-muenchen.de/52887/8/MPRA_paper_52887.pdf (accessed May 6, 2017); doi:10.1177/2277975213507831.Google Scholar

Angle, John, Nielsen, F., and Scalas, E. 2010. The Kuznets Curve and the Inequality Process. Pages 125–138 of: Basu, Banasri, Chakravarty, Satya R., Chakrabarti, Bikas K., and Gangopadhyay, Kausik (eds.), Econophysics and Economics of Games, Social Choices and Quantitative Techniques. Milan: Springer.Google Scholar

Aoyama, Hideaki, Fujiwara, Yoshi, Ikeda, Yuichi, Iyetomi, Hiroshi, and Souma, Wataru. 2010. Econophysics and Companies: Statistical Life and Death in Complex Business Networks. Cambridge: Cambridge University Press.Google Scholar

Aristotle, . 2012a. On the Heavens. In: Works. Translated to English by J. L. Stocks. www.constitution.org/ari/aristotle-organon+physics.pdf (accessed August 8, 2014).Google Scholar

Aristotle, . 2012b. Physics. In: Works. Translated to English by R. P. Hardie and R. K. Gaye. www.constitution.org/ari/aristotle-organon+physics.pdf (accessed August 8, 2014).Google Scholar

Arnold, Barry C. 2015. Pareto Distributions. 2nd ed. New York: Chapman & Hall.CrossRefGoogle Scholar

Arnold, V. I. 1986. Catastrophe Theory. 2nd ed. Berlin: Springer.Google Scholar

Arsenault, Natalie, and Rose, Christopher. 2006 (Mar.). Africa Enslaved: Slavery in Brazil. https://liberalarts.utexas.edu/hemispheres/files/pdf/slavery/Slavery_in_Brazil.pdf (accessed September 15, 2018).Google Scholar

Arshad, Sidra, Hu, Shougeng, and Ashraf, Badar Nadeem. 2018. Zipf’s Law and City Size Distribution: A Survey of the Literature and Future Research Agenda. Physica A, 492, 75–92.Google Scholar

Arshad, Sidra, Hu, Shougeng, and Ashraf, Badar Nadeem. 2019. Zipf’s Law, the Coherence of the Urban System and City Size Distribution: Evidence from Pakistan. Physica A, 513, 87–103.Google Scholar

Atkinson, A. B. 1969. The Timescale of Economic Models: How Long Is the Long Run? Review of Economic Studies, 36(2), 137–152.Google Scholar

Atkinson, A. B. 1997. Bringing Income Distribution in from the Cold. Economic Journal, 107, 297–321.Google Scholar

Atkinson, A. B. 2015. Inequality: What Can Be Done? Cambridge, MA: Harvard University Press.CrossRefGoogle Scholar

Atkinson, A. B. 2017. Pareto and the Upper Tail of the Income Distribution in the UK: 1799 to the Present. Economica, 84(334), 129–156. doi:10.1111/ecca.12214.Google Scholar

Ayres, Robert U., and Nair, Indira. 1984. Thermodynamics and Economics. Physics Today, Nov., 62–71.Google Scholar

Backhouse, Roger F. 2002. The Penguin History of Economics. London: Penguin.Google Scholar

Baggott, Jim. 2013. Farewell to Reality: How Modern Physics Has Betrayed the Search for Scientific Truth. New York: Pegasus Books.Google Scholar

Ball, Philip. 2004. Critical Mass. New York: Farrar, Straus, and Giroux.Google Scholar

Balzac, Honoré de. 2011. Old Man Goriot. ePenguin. First published in French as Le Père Goriot 1835. New translation and notes by Olivia McCannon. Introduction by Graham Robb.Google Scholar

Banerjee, Anand, and Yakovenko, Victor M. 2010. Universal Patterns of Inequality. New Journal of Physics, 12, 075032. arXiv:0912.4898v4.Google Scholar

Banerjee, Anand, Yakovenko, Victor M., and Di Matteo, T. 2006. A Study of the Personal Income Distribution in Australia. Physica A, 370, 54–59. arXiv:physics/0601176v1.Google Scholar

Barbosa-Filho, Nelson H., and Taylor, Lance. 2006. Distributive and Demand Cycles in the US Economy – A Structuralist Goodwin Model. Metroeconomica, 57(3), 389–411.Google Scholar

Barnett, William, II. 2004. Dimensions and Economics: Some Problems. Quarterly Journal of Austrian Economics, 7(1), 95–104.Google Scholar

Bella, Giovanni. 2013. Multiple Cycles and the Bautin Bifurcation in the Goodwin Model of a Class Struggle. Nonlinear Analysis: Modelling and Control, 18(3), 265–274.Google Scholar

Bernanke, Ben S. 2004 (Feb. 20). The Great Moderation. Federal Reserve Board. Speech at the Meetings of the Eastern Economic Association, Washington, DC; www.federalreserve.gov/boarddocs/speeches/2004/20040220/ (accessed June 2, 2016).Google Scholar

Bernanke, Ben S. 2015. The Courage to Act: A Memoir of a Crisis and Its Aftermath. New York: Norton.Google Scholar

Bernstein, Peter. 2005. Most Nobel Minds. CFA Institute Magazine, 16(6), 36–43.Google Scholar

Bhattacharya, K., Mukherjee, G., and Manna, S. S. 2005. Detailed Simulation Results for Some Wealth Distribution Models in Econophysics. Pages 111–119 of: Chatterjee, A., Yarlagadda, S., and Chakrabarti, B. K. (eds.), Econophysics of Wealth Distribution. Milan: Springer.Google Scholar

Bird, Kai, and Sherwin, Martin J. 2006. American Prometheus: The Triumph and Tragedy of J. Robert Oppenheimer. New York: Vintage.Google Scholar

Blatt, John Markus. 1983. Dynamic Economic Systems: A Post-Keynesian Approach. Armonk, NY: M. E. Sharpe.Google Scholar

Blaug, Mark. 1998. Disturbing Currents in Modern Economics. Challenge, 41(3), 11–34.CrossRefGoogle Scholar

Blume, Lawrence E., and Durlauf, Steven N. 2015. Capital in the Twenty-First Century: A Review Essay. Journal of Political Economy, 123(4), 749–777.Google Scholar

Boghosian, Bruce M. 2019. The Inescapable Casino. Scientific American, November 2019, 71–77. Also in: https://www.scientificamerican.com/article/is-inequality-inevitable/(accessed January 9, 2020).Google Scholar

Boltzmann, Ludwig. 1974. Theoretical Physics and Philosophical Problems. Vienna Circle Collection, vol. 5. Dordrecht: Reidel. Collection of texts originally published from 1892 to 1905. McGuiness, Brian (ed.). Translated from German to English by S. R. Groot.Google Scholar

Borges, E. P. 2004. Empirical Nonextensive Laws for the County Distribution of Total Personal Income and Gross Domestic Product. Physica A, 334, 255–266.Google Scholar

Bose, Indrani, and Banerjee, Subhasis. 2005. A Stochastic Model of Wealth Distribution. Pages 195–198 of: Chatterjee, A., Yarlagadda, S., and Chakrabarti, B. K. (eds.), Econophysics of Wealth Distribution. Milan: Springer.Google Scholar

Bouchaud, J. P. 2008. Economics Needs a Scientific Revolution. Nature, 455, 1181. Also in: Real-World Economics Review, 48 (2008) 291–292, arXiv:0810.5306v1.CrossRefGoogle Scholar

Bouchaud, J. P. 2009. The (Unfortunate) Complexity of the Economy. Physics World, Apr., 28–32. arXiv:0904.0805v1.Google Scholar

Bouchaud, J. P. 2015. On Growth-optimal Tax Rates and the Issue of Wealth Inequalities. Journal of Statistical Mechanics: Theory and Experiment, 2015, P11011, doi:10.1088/1742–5468/2015/11/P11011.Google Scholar

Bouchaud, J. P. and Mézard, Marc 2000. Wealth Condensation in a Simple Model of Economy. Physica A, 282, 536–545.Google Scholar

Bourguignon, Marcelo, Saulo, Helton, and Fernandez, Rodrigo Nobre. 2016. A New Pareto-Type Distribution with Applications in Reliability and Income Data. Physica A, 457, 166–175.Google Scholar

Boxer, C. R. 1969. Brazilian Gold and British Traders in the First Half of the Eighteenth Century. Hispanic American Historical Review, 49(3), 454–472.Google Scholar

Boyce, William E., DiPrima, Richard C., and Meade, Douglas B. 2017. Elementary Differential Equations and Boundary Value Problems. 11th ed. New York: Wiley.Google Scholar

Boyd, Ian. 1986. A Mathematical Model of the Business Cycle. Ph.D. thesis, School of Mathematics, Faculty of Science, University of New South Wales. http://unsworks.unsw.edu.au/rep-dis/dpds/rem/unsworks:51390 (accessed January 4, 2019).Google Scholar

Boyd, Ian. 1987. A Mathematical Model of the Business Cycle. Bulletin of the Autralian Mathematical Society, 36(2), 331–332.Google Scholar

Boyd, Ian, and Blatt, John Markus. 1988. Investment Confidence and Business Cycles. Berlin: Springer.Google Scholar

Brealey, Richard A., Myers, Stewart C., and Marcus, Alan J. 2001. Fundamentals of Corporate Finance. 3rd ed. New York: McGraw-Hill.Google Scholar

Brian Arthur, W. 2014. Complexity Economics: A Different Framework for Economic Thought. In: Complexity and the Economy. Oxford: Oxford University Press. http://tuvalu.santafe.edu/∼wbarthur/Papers/Comp.Econ.SFI.pdf (accessed January 6, 2015).Google Scholar

Brzezinski, Michal. 2014. Do Wealth Distributions Follow Power Laws? Evidence from the “Rich Lists.” Physica A, 406, 155–162.Google Scholar

Buchanan, Mark. 2013. Forecast: What Physics, Meteorology, and the Natural Sciences Can Teach Us about Economics. New York: Bloomsbury.Google Scholar

Buiter, Willem. 2009. The Unfortunate Uselessness of Most “State of the Art” Academic Monetary Economics. https://econpapers.repec.org/paper/pramprapa/58407.htm/ (accessed November 7, 2019).Google Scholar

Calderín-Ojeda, Enrique, Azpitarte, Francisco, and Gómez-Déniz, Emilio. 2016. Modelling Income Data Using Two Extensions of the Exponential Distribution. Physica A, 461, 756–766.Google Scholar

Cattani, Antonio David. 2009a. Fraudes corporativos y apropiación de la riqueza. Convergencia, 16(51), 59–84. www.scielo.org.mx/scielo.php?pid=S1405-14352009000300004&script=sci_arttext (accessed August 19, 2017).Google Scholar

Cattani, Antonio David. 2009b. Riqueza e Desigualdades. Caderno CRH, 22, 547–561. doi:10.1590/S0103-49792009000300009.Google Scholar

Cercignani, Carlo. 1998. Ludwig Boltzmann: The Man Who Trusted Atoms. Oxford: Oxford University Press.Google Scholar

Ceriani, L., and Verme, P. 2012. The Origins of the Gini Index: Extracts from Variabilità e Mutabilità (1912) by Corrado Gini. Journal of Economic Inequality, 10, 421–443.Google Scholar

Cerqueti, Roy, and Ausloos, Marcel. 2015. Evidence of Economic Regularities and Disparities of Italian Regions from Aggregated Tax Income Size Data. Physica A, 421, 187–207.Google Scholar

Chakrabarti, B. K., Chakraborti, A., Chakravarty, S. T., and Chatterjee, A. 2013. Econophysics of Income and Wealth Distributions. Cambridge: Cambridge University Press.Google Scholar

Chakraborti, A. 2002. Distributions of Money in Model Markets of Economy. International Journal of Modern Physics C, 13, 1315–1321. arXiv:cond-mat/0205221v1.Google Scholar

Chakraborti, A., and Chakrabarti, B. K. 2000. Statistical Mechanics of Money: How Saving Propensity Affects Its Distribution. European Physical Journal B, 17, 167–170. arXiv:cond-mat/0004256v2.Google Scholar

Chami Figueira, F., Moura, N. J. Jr. and Ribeiro, Marcelo Byrro. 2011. The Gompertz–Pareto Income Distribution. Physica A, 390, 689–698. arXiv:1010.1994v1.Google Scholar

Champernowne, D. G. 1953. A Model of Income Distribution. Economic Journal, 63(250), 318–351.Google Scholar

Chang, Ha-Joon. 2010. 23 Things They Don’t Tell You about Capitalism. New York: Bloomsbury.Google Scholar

Chang, Ha-Joon. 2014. Economics: The User’s Guide. New York: Bloomsbury.Google Scholar

Chatterjee, A., Yarlagadda, S., and Chakrabarti, B. K. (eds.). 2005. Econophysics of Wealth Distribution. Milan: Springer.Google Scholar

Chatterjee, Arnab. 2015. Socio-economic Inequalities: A Statistical Physics Perspective. Pages 287–324 of: Abergel, Frédéric, Aoyama, Hideaki, Chakrabarti, Bikas K., Chakraborti, Anirban, and Ghosh, Asim (eds.), Econophysics and Data Driven Modelling of Market Dynamics. New York: Springer.Google Scholar

Chatterjee, Arnab, and Chakrabarti, Bikas K. 2007. Kinetic Exchange Models of Income and Wealth Distributions. European Physical Journal B, 60, 135–149. arXiv:0709.1543v2.Google Scholar

Chatterjee, Arnab, Ghosh, Asim, and Chakrabarti, Bikas K. 2016. Socio-economic Inequality and Prospects of Institutional Econophysics. arXiv:1611.00723v2.Google Scholar

Chatterjee, Arnab, Ghosh, Asim, and Chakrabarti, Bikas K. 2017. Socio-economic Inequality: Relationship between Gini and Kolkata Indices. Physica A, 466, 583–595. arXiv:1606.03261v2.Google Scholar

Chen, Justin, and Yakovenko, V. M. 2007. Computer Animations of Money Exchange Models. http://physics.umd.edu/∼yakovenk/econophysics/animation.html (accessed August 1, 2017).Google Scholar

Chotikapanich, Duangkamon (ed.). 2008. Modeling Income Distributions and Lorenz Curves. New York: Springer.Google Scholar

Christian Silva, A. 2005. Applications of Physics to Finance and Economics: Returns, Trading Activity and Income. Ph.D. thesis, Department of Physics, University of Maryland. arXiv:physics/0507022v1.Google Scholar

Christian Silva, A., and Yakovenko, Victor M. 2005. Temporal Evolution of the “Thermal” and “Superthermal” Income Classes in the USA during 1983–2001. Europhysics Letters, 69(2), 304–310. arXiv:cond-mat/0406385v3.Google Scholar

Clementi, F., and Gallegati, M. 2005a. Pareto’s Law of Income Distribution: Evidence for Germany, the United Kingdom, and the United States. Pages 3–14 of: Chatterjee, A., Yarlagadda, S., and Chakrabarti, B. K. (eds.), Econophysics of Wealth Distribution. Milan: Springer. arXiv:physics/0504217v3.Google Scholar

Clementi, F., and Gallegati, M. 2005b. Power Law Tails in the Italian Personal Income Distribution. Physica A, 350, 427–438. arXiv:cond-mat/0408067v1.Google Scholar

Clementi, F., and Gallegati, M. 2016. New Economic Windows on Income and Wealth: The κ-Generalized Family of Distributions. arXiv:1608.06076v1.Google Scholar

Clementi, F., Di Matteo, T., and Gallegati, M. 2006. The Power-Law Tail Exponent of Income Distribution. Physica A, 370, 49–53. arXiv:physics/0603061v1.Google Scholar

Clementi, F., Gallegati, M., and Kaniadakis, G. 2007. κ-Generalised Statistics in Personal Income Distribution. European Physical Journal B, 57, 187–193. arXiv:physics/0607293v2.Google Scholar

Clementi, F., Gallegati, M., and Kaniadakis, G. 2009. A κ-Generalized Statistical Mechanics Approach to Income Analysis. Journal of Statistical Mechanics, Feb., P02037. arXiv:0902.0075v2.Google Scholar

Clementi, F., Gallegati, M., and Kaniadakis, G. 2010. A Model of Personal Income Distribution with Application to Italian Data. Empirical Economics, 39, 559–591.Google Scholar

Clementi, F., Gallegati, M., and Kaniadakis, G. 2012a. A Generalized Statistical Model for the Size Distribution of Wealth. Journal of Statistical Mechanics, Dec., P12006. arXiv:1209.4787v2.Google Scholar

Clementi, F., Gallegati, M., and Kaniadakis, G. 2012b. A New Model of Income Distribution: The κ-Generalized Distribution. Journal of Economics, 105, 63–91.Google Scholar

Clementi, F., Di Matteo, T., Gallegati, M., and Kaniadakis, G. 2008. The κ-Generalised Distribution: A New Descriptive Model for the Size Distribution of Incomes. Physica A, 387, 3201–3208. arXiv:0710.3645v4.Google Scholar

Clementi, F., Gallegati, M., Kaniadakis, G., and Landini, S. 2016. κ-Generalised Models of Income and Wealth Distributions: A Survey. European Physical Journal Special Topics, 225, 1959–1984. arXiv:1610.08676.Google Scholar

Coelho, Ricardo, Richmond, Peter, Barry, Joseph, and Hutzler, Stefan. 2008. Double Power Laws in Income and Wealth Distributions. Physica A, 387(15), 3847–3851. arXiv:0710.0917v1.Google Scholar

Colacchio, Giorgio, Sparro, Marco, and Tebaldi, Claudio. 2007. Sequences of Cycles and Transitions to Chaos in a Modified Goodwin’s Growth Cycle Model. International Journal of Bifurcation and Chaos, 17(6), 1911–1932.Google Scholar

Colander, D., Goldberg, M., Haas, A., Juselius, K., Kirman, A., Lux., T., and Sloth, B. 2009. The Financial Crisis and the Systemic Failure of Economics Profession. Critical Review, 21, 249–267. Also at www.econometica.it/events/2009/30-11/prof_Kirman.pdf. Earlier version (with Hans Fölmer), The Financial Crisis and the Systemic Failure of Academic Economics. Kiel Institute Working Paper No. 1489 (February 2009), https://ideas.repec.org/p/zbw/ifwkwp/1489.html (accessed November 7, 2019).Google Scholar

Doyle, Conan, Arthur. 1892. Adventures of Sherlock Holmes, Adventure I: A Scandal in Bohemia. www.gutenberg.org/files/48320/48320-0.txt (accessed February 5, 2018).Google Scholar

Conde-Saavedra, G., Iribarrem, A., and Ribeiro, Marcelo Byrro. 2015. Fractal Analysis of the Galaxy Distribution in the Redshift Range 0.45 ≤ ɀ ≤ 5.0. Physica A, 417, 332–344. arXiv:1409.5409.Google Scholar

Conference Board of Canada. 2011 (Sept.). Hot Topic: World Income Inequality. Is the World Becoming More Unequal? Conference Board of Canada. www.conferenceboard.ca/Files/hcp/pdfs/hot-topics/worldinequality.pdf (accessed March 7, 2019).Google Scholar

Courtault, Jean-Michel, Kabanov, Yuri, Bru, Bernard, Crépel, Pierre, Lebon, Isabelle, and Marchand, Arnaud Le. 2000. Louis Bachelier on the Centenary of Théorie de la Spéculation. Mathematical Finance, 10(3), 341–353.Google Scholar

Cowell, Frank A., Ferreira, Francisco H. G., and Litchfield, Julie A. 1999. Income Distribution in Brazil 1981–1990: Parametric and Non-Parametric Approaches. Journal of Income Distribution, 8(1), 63–76. doi:10.1016/S0926-6437(99)80004-3.Google Scholar

Cristelli, Matthieu, Gabrielli, Andrea, Tacchella, Andrea, Caldarelli, Guido, and Pietronero, Luciano. 2013. Measuring the Intangibles: A Metrics for Economic Complexity of Countries and Products. PLOS one, 8(8), e70726.Google Scholar

Cristelli, Matthieu, Tacchella, Andrea, and Pietronero, Luciano. 2014. An Overview of the New Frontiers of Economic Complexity. Ch. 8, pages 147–159 of: Abergel, F. et al. (ed.), Econophysics of Agent-Based Models. Berlin: Springer.Google Scholar

Daase, Christopher, and Kessler, Oliver. 2007. Knowns and Unknowns in the “War on Terror”: Uncertainty and the Political Construction of Danger. Security Dialogue, 48(4), 411–434.Google Scholar

D’Agostini, Giulio. 2003. Bayesian Reasoning in Data Analysis. World Scientific.Google Scholar

Daly, Herman, and Rufus, Anneli. 2008. The Crisis. Adbusters, Nov. 19. www.adbusters.org/magazine/81/the_crisis.html (accessed August 20, 2014).Google Scholar

Davidson, Paul. 2010a. Black Swans and Knight’s Epistemological Uncertainty. Journal of Post Keynesian Economics, 32(4), 567–570.Google Scholar

Davidson, Paul. 2010b. The Non-Existent Hand. London Review of Books, 32(10). Letters. www.lrb.co.uk/v32/n10/letters (accessed January 15, 2018).Google Scholar

Davies, James B. 2015. Book Review of “Capital in the Twenty-First Century.” Journal of Economic Inequality, 13, 155–160.Google Scholar

de Jong, Frits J., and Quade, Wilhelm. 1967. Dimensional Analysis for Economists. Amsterdam: North Holland. With a mathematical appendix on the algebraic structure of dimensional analysis by Wilhelm Quade.Google Scholar

de Maio, Fernando G. 2007. Income Inequality Measures. Journal of Epidemiology and Community Health, 61(10), 849–852.Google Scholar

de Oliveira, Paulo Murilo Castro. 2017 (May). Poor versus Rich: Who Should Pay More Taxes? Invited paper presented at the 38th Max Born Symposium “Crossing Frontiers in Science: A Physicist’s Approach,” in celebration of Andrzej Pekalski’s 80th birthday.Google Scholar

Deaton, Angus. 1997. The Analysis of Household Surveys. Baltimore: Johns Hopkins University Press.Google Scholar

Delfaud, Pierre. 1986. Les Théories Économiques. Paris: Presses Universitaires de France.Google Scholar

Desai, M. 1973. Growth Cycles and Inflation in a Model of the Class Struggle. Journal of Economic Theory, 6, 527–545.Google Scholar

Desai, M. 1984. An Econometric Model of the Share of Wages in National Income: UK 1855–1965. Pages 253–277 of: Goodwin, R. M., Krüger, M., and Vercelli, A. (eds.), Nonlinear Models of Fluctuations and Growth. Berlin: Springer.Google Scholar

Desai, M., Henry, B., Mosley, A., and Pemberton, M. 2006. A Clarification of the Goodwin Model of the Growth Cycle. Journal of Economic Dynamics and Control, 30, 2661–2670.Google Scholar

Diamond, Jared. 1997. Guns, Germs, and Steel. New York: Norton.Google Scholar

Dibeh, Ghassan, Luchinsky, Dmitry G., Luchinskaya, Daria D., and Smelyanskiy, Vadim N. 2007. A Bayesian Estimation of a Stochastic Predator–Prey Model of Economic Fluctuations. In: Kertész, J., Bornholdt, S., and Mantegna, R. N. (eds.), Noise and Stochastics in Complex Systems and Finance, vol. 6601. Proceedings SPIE.Google Scholar

Dizikes, Peter. 2010 (June 2). Explained: Knightian uncertainty. Tech. rept. Massachusetts Institute of Technology. MIT News Office, http://news.mit.edu/2010/explained-knightian-0602 (accessed June 18, 2016).Google Scholar

Domma, Filippo, Condino, Francesca, and Giordano, Sabrina. 2018. A New Formulation of the Dagum Distribution in Terms of Income Inequality and Poverty Measures. Physica A. doi:10.1016/j.physa.2018.07.027.Google Scholar

Doyne Farmer, J., and Geanakoplos, John. 2009. The Virtues and Vices of Equilibrium and the Future of Financial Economics. Complexity, 14(3), 11–38.Google Scholar

Doyne Farmer, J., Shubik, Martin, and Smith, Eric. 2005. Is Economics the Next Physical Science? Physics Today, Sept., 37–42.Google Scholar

Drakopoulos, Stavros, and Katselidis, Ioannis. 2015. From Edgeworth to Econophysics: A Methodological Perspective. Journal of Economic Methodology, 22(1), 77–95.Google Scholar

Drăgulescu, A. 2002 (May). Applications of Physics to Economics and Finance: Money, Income, Wealth, and the Stock Market. Ph.D. thesis, Department of Physics, University of Maryland, College Park. arXiv:cond-mat/0307341v2.Google Scholar

Drăgulescu, A., and Yakovenko, V. M. 2000. Statistical Mechanics of Money. European Physical Journal B, 17, 723. arXiv:cond-mat/0001432v4.Google Scholar

Drăgulescu, A., and Yakovenko, V. M. 2001a. Evidence for the Exponential Distribution of Income in the USA. European Physical Journal B, 20, 585. arXiv:cond-mat/0008305v2.Google Scholar

Drăgulescu, A., and Yakovenko, V. M. 2001b. Exponential and Power Law Probability Distributions of Wealth and Income in the United Kingdom and the United States. Physica A, 299, 213. arXiv:cond-mat/0103544v2.Google Scholar

Drăgulescu, A., and Yakovenko, V. M. 2003. Statistical Mechanics of Money, Income, and Wealth: A Short Survey. Pages 180–183 of: Garrido, P. L., and Marro, J. (eds.), Modeling of Complex Systems: Seventh Granada Lectures. AIP Conference Proceedings, vol. 661. New York: American Institute of Physics. arXiv:cond-mat/0211175v1.Google Scholar

Dyson, Freeman. 2004. A Meeting with Enrico Fermi. Nature, 427(6972), 297. www.nature.com/nature/journal/v427/n6972/full/427297a.html (accessed October 1, 2015).Google Scholar

Ehnts, Dirk. 2018. Book Review of Can We Avoid Another Financial Crisis?, by Steve Keen. International Journal of Pluralism and Economics Education, 9(3), 328–330.Google Scholar

Einstein, Albert. 2002. Motives for Research. In: The Collected Papers of Albert Einstein. Translation Volume 7. Princeton: Princeton University Press. Speech delivered at Max Planck’s 60th birthday, April 1918. English translation at http://alberteinstein.info/vufind1/images/einstein/ear01/view/1/4-009.tr_000012786.pdf (accessed November 8, 2019).Google Scholar

Eliazar, Iddo. 2015a. The Sociogeometry of Inequality: Part I. Physica A, 426, 93–115.Google Scholar

Eliazar, Iddo. 2015b. The Sociogeometry of Inequality: Part II. Physica A, 426, 116–137.Google Scholar

Eliazar, Iddo. 2016. Visualizing Inequality. Physica A, 454, 66–80.Google Scholar

Eliazar, Iddo, and Sokolov, Igor M. 2010. Measuring Statistical Heterogeneity: The Pietra Index. Physica A, 389, 117–125.Google Scholar

Ellis, George. 2015. Recognising Top-Down Causation. Ch. 3, pages 17–44 of: Aguirre, Anthony, Foster, Brendan, and Merali, Zeeya (eds.), Questioning the Foundations of Physics: Which of Our Fundamental Assumptions Are Wrong? The Frontiers Collection. New York: Springer.Google Scholar

Ellis, George F. R., Meissner, Krzysztof, and Nicolai, Hermann. 2018. The Physics of Infinity. Nature Physics, 14, 770–772.Google Scholar

Ellis, George, and Silk, Joe. 2014. Defend the Integrity of Science. Nature (December, 18–25), 516, 321–323.Google Scholar

Estola, Matti. 2017. Newtonian Microeconomics: A Dynamic Extension to Neoclassical Micro Theory. New York: Palgrave Macmillan.Google Scholar

Eugene Stanley, H. 2008 (Dec.). Econophysics and the Current Economic Turmoil. APS News. American Physical Society.Google Scholar

Eugene Stanley, H., Amaral, L. A. N., Gabaix, X., Gopikrishnan, P., and Plerou, V. 2001. Similarities and Differences between Physics and Economics. Physica A, 299, 1–15.Google Scholar

Euripides, . 2008. Fragments: Aegeus-Meleager. Loeb Classical Library, vol. 504. Edited and translated by Christopher Collard and Martin Cropp. Cambridge, MA: Harvard University Press.Google Scholar

Farmer, Roger E. A. 2016. Prosperity for All: How to Prevent Financial Crises. Oxford: Oxford University Press.Google Scholar

Feller, William. 1971. An Introduction to Probability Theory and Its Applications. Vol. 2. New York: Wiley.Google Scholar

Ferrari-Filho, Fernando, and Conceição, Octavio A. C. 2005. The Concept of Uncertainty in Post Keynesian Theory and in Institutional Economics. Journal of Economic Issues, 39(3), 579–594.Google Scholar

Ferrero, Juan C. 2004. The Statistical Distribution of Money and the Rate of Money Transference. Physica A, 341, 575–585.Google Scholar

Ferrero, Juan C. 2005. The Monomodal, Polymodal, Equilibrium and Nonequilibrium Distribution of Money. Pages 159–167 of: Chatterjee, A., Yarlagadda, S., and Chakrabarti, B. K. (eds.), Econophysics of Wealth Distribution. Milan: Springer.Google Scholar

Ferrero, Juan C. 2010. The Individual Income Distribution in Argentina in the Period 2000–2009: A Unique Source of Non Stationary Data. Science and Culture, 76(9–10), 444–447.Google Scholar

Ferrero, Juan C. 2011. A Statistical Analysis of Stratification and Inequality in the Income Distribution. European Physical Journal B, 80, 255–261.Google Scholar

Feynman, Richard. 1964 (Nov. 11). The Character of Physical Law: The Relation of Mathematics to Physics. Lecture 2 delivered at Cornell University. www.cornell.edu/video/richard-feynman-messenger-lecture-2-relation-mathematics-physics (accessed September 16, 2017).Google Scholar

Feynman, Richard. 1967. The Character of Physical Law. Cambridge, MA: MIT PressGoogle Scholar

Feynman, Richard. 1974. Cargo Cult Science. Engineering and Science, June, 10–13.Google Scholar

Fiorio, Carlo V., Mohun, Simon, and Veneziani, Roberto. 2018 (May 4). Social Democracy and Distributive Conflict in the UK. Preprint.Google Scholar

Fix, Blair. 2018. Hierarchy and the Power Law Income Distribution Tail. Journal of Computational Social Science, July 16. doi:10.1007/s42001-018-0019-8.Google Scholar

Flaschel, Peter. 2010. Topics in Classical Micro- and Macroeconomics: Elements of a Critique of Neo-Ricardian Theory. New York: Springer.Google Scholar

Folsom, R. G., and Gonzalez, R. A. 2005. Dimensions and Economics: Some Answers. Quarterly Journal of Austrian Economics, 8(4), 45–65.Google Scholar

Foster, James E., and Wolfson, Michael C. 2010. Polarization and the Decline of the Middle Class: Canada and the U.S. Journal of Economic Inequality, 8(2), 247–273.Google Scholar

Frank, Robert, Bernanke, Ben, Antonovics, Kate, and Heffetz, Ori. 2015. Principles of Macroeconomics. 6th ed. New York: McGraw-HillGoogle Scholar

Fröhlich, Nils. 2011. Dimensional Analysis of Price–Value Deviations. www.tu-chemnitz.de/wirtschaft/vwl2/downloads/paper/froehlich/da-value.pdf (accessed November 5, 2016).Google Scholar

Fujiwara, Yoshi. 2005. Pareto-Zipf, Gibrat’s Laws, Detailed Balance and Their Breakdown. Pages 24–33 of: Chatterjee, A., Yarlagadda, S., and Chakrabarti, B. K. (eds.), Econophysics of Wealth Distribution. Milan: Springer.Google Scholar

Fullbrook, E., and Morgan, Jamie (eds.). 2014. Piketty’s Capital in the Twenty-First Century. College Publications. Also in: special issue on Piketty’s capital, Real-World Economics Review, No. 69, Oct. 2014.Google Scholar

Gabaix, Xavier. 1999. Zipf’s Law for Cities: An Explanation. Quarterly Journal of Economics, 114(3), 739–767.Google Scholar

Gabaix, Xavier. 2009. Power Laws in Economics and Finance. Annual Review of Economics, 1, 255–293.Google Scholar

Gabaix, Xavier. 2016. Power Laws in Economics: An Introduction. Journal of Economic Perspectives, 30(1), 185–206. doi:10.1257/jep.30.1.185.Google Scholar

Gabisch, Günter, and Lorenz, Hans-Walter. 1989. Business Cycle Theory: A Survey of Methods and Concepts. 2nd ed. Berlin: SpringerGoogle Scholar

Galam, Serge. 2004. Sociophysics: A Personal Testimony. Physica A, 336, 49–55. arXiv:physics/0403122.Google Scholar

Galam, Serge. 2012. Sociophysics: A Physicist’s Modeling of Psycho-Political Phenomena. New York: Springer.Google Scholar

Galilei, Galileo. 1638. Dialogues Concerning Two New Sciences. Indianapolis: Liberty Fund. Translated from the Italian and Latin into English by Henry Crew and Alfonso de Savio (New York: Macmillan, 1914). http://oll.libertyfund.org/titles/753 (accessed July 6, 2014).Google Scholar

Gallegati, Mauro. 2018. Complex Agent-Based Models. New York: Springer International. doi:10.1007/978-3-319-93858-5. Ch. 2, pages 17–36.Google Scholar

Gallegati, Mauro, Keen, Steve, Lux, Thomas, and Ormerod, Paul. 2006. Worrying Trends in Econophysics. Physica A, 370, 1–6.Google Scholar

Gandolfo, Giancarlo. 1997. Economic Dynamics: Study Edition. Berlin: Springer.Google Scholar

Gandolfo, Giancarlo. 2008. Giuseppe Palomba and the lotka–volterra Equations. Rendiconti Lincei, 19(4), 347–357. doi:10.1007/s12210-008-0023-7.Google Scholar

Gandolfo, Giancarlo. 2009. Economic Dynamics. 4th ed. Berlin: Springer.Google Scholar

García-Molina, M., and Herrera-Medina, E. 2010. Are There Goodwin Employment–Distribution Cycles? International Empirical Evidence. Cuadernos de Economía, 29(53), 1–29.Google Scholar

Georgescu-Roegen, Nicholas. 1986. The Entropy Law and the Economic Process in Retrospect. Eastern Economic Journal, 12(1), 3–25.Google Scholar

Ghosh, Asim, Chattopadhyay, Nachiketa, and Chakrabarti, Bikas K. 2014. Inequality in Societies, Academic Institutions and Science Journals: Gini and k-Indices. Physica A, 410, 30–34.Google Scholar

Gibrat, R. 1931. Les Ingalites Economiques. Paris: Libraire du Recueil Sirey.Google Scholar

Gini, Corrado. 1912. Variabilità e mutabilità. Contributo allo Studio delle Distribuzioni e delle Relazioni Statistiche. Bologna: C. Cuppini.Google Scholar

Gini, Corrado. 1914. Sulla misura della concentrazione e della variabilità dei caratteri. Transactions of the Real Instituto Veneto di Scienze, Lettere ed Arti, 53(2), 1203–1248.Google Scholar

Gini, Corrado. 1921. Measurement of Inequality of Incomes. Economic Journal, 31, 124–126.Google Scholar

Gini, Corrado. 1955. Variabilità e mutabilità. In: Memorie di metodologica statistica. Rome: Libreria Eredi Virgilio Veschi. Reprinted.Google Scholar

Goldstein, Jonathan P. 1999. Predator–Prey Model Estimates of the Cyclical Profit Squeeze. Metroeconomica, 50(2), 139–173.Google Scholar

Gompertz, B. 1825. On the Nature of the Functions Expressive of the Law of Human Mortality, and on a New Method of Determining the Value of Life Contingencies. Philosophical Transactions of the Royal Society of London, 115, 513–585.Google Scholar

Goodwin, Richard M. 1967. A Growth Cycle. Pages 54–58 of: Feinstein, C. H. (ed.), Socialism, Capitalism and Economics. Cambridge: Cambridge University Press.Google Scholar

Gradshteyn, I. S., and Ryzhik, I. M. 2007. Table of Integrals, Series, and Products. 7th ed. New York: Academic Press.Google Scholar

Graham, Carol, and Felton, Andrew. 2006. Inequality and Happiness: Insights from Latin America. Journal of Economic Inequality, 4, 107–122.Google Scholar

Grasselli, Matheus R., and Costa Lima, B. 2012. An Analysis of the Keen Model for Credit Expansion, Asset Price Bubbles and Financial Fragility. Mathematics and Financial Economics, 6, 191–210.Google Scholar

Grasselli, Matheus R., and Maheshwari, Aditya. 2016. Econometric Estimation of Goodwin Growth Models. Preprint.Google Scholar

Grasselli, Matheus R., and Maheshwari, Aditya. 2017. A comment on “Testing Goodwin: Growth cycles in ten OECD countries.” Cambridge Journal of Economics, 41(6), 1761–1766. arXiv:1803.01527v1.Google Scholar

Grasselli, Matheus R., and Maheshwari, Aditya. 2018. Testing a Goodwin Model with General Capital Accumulation Rate. Metroeconomica, 69(3), 619–643. doi:10.1111/meca.12204; arXiv:1803.01536v1.Google Scholar

Gregory Mankiw, N. 2009. Principles of Economics. 6th ed. Mason: South-Western Cengage Learning.Google Scholar

Grudzewski, W. M., and Rosłanowska-Plichcińska, K. 2013. Application of Dimensional Analysis in Economics. Amsterdam: IOS Press.Google Scholar

Guala, Sebastian. 2009. Taxes in a Wealth Distribution Model by Inelastically Scattering of Particles. Interdisciplinary Description of Complex Systems, 7(1), 1–7. arXiv:0807.4484v1.Google Scholar

Guerra, Renata R., Peña-Ramírez, Fernando A., and Cordeiro, Gauss M. 2017. The Gamma Burr XII Distributions: Theory and Applications. Journal of Data Science, 15, 467–494.Google Scholar

Gupta, Abhijit Kar. 2006. Models of Wealth Distributions – A Perspective. Ch. 6, pages 161–190 of: Chakrabarti, B. K., Chakraborti, A., and Chatterjee, A. (eds.), Econophysics and Sociophysics – Trends and Perspectives. New York: Wiley.Google Scholar

Harari, Yuval Noah. 2014. Sapiens: A Brief History of Humankind. London: Vintage Books.Google Scholar

Häring, Norbert, and Douglas, Niall. 2012. Economists and the Powerful: Convenient Theories, Distorted Facts, Ample Rewards. London: Anthem Press.Google Scholar

Harvie, D. 2000. Testing Goodwin: Growth Cycles in Ten OECD Countries. Cambridge Journal of Economics, 24(3), 349–376.Google Scholar

Harvie, David, Kelmanson, Mark A., and Knapp, David G. 2006. A Dynamical Model of Business-Cycle Asymmetries: Extending Goodwin. Economic Issues, 12, 53–92.Google Scholar

Henle, J. M., Horton, N. J., and Jakus, S. J. 2008. Modelling Inequality with a Single Parameter. Ch. 14, pages 255–269 of: Chotikapanich, Duangkamon (ed.), Modeling Income Distributions and Lorenz Curves. New York: Springer.Google Scholar

Hickel, Jason. 2018. How Britain Stole $45 Trillion from India: And Lied about It. Aljazeera, Dec. 19. www.aljazeera.com/indepth/opinion/britain-stole-45-trillion-india-181206124830851.html (accessed December 31, 2018).Google Scholar

Hillinger, Claude. 2014. Is Capital in the Twenty-First Century, Das Kapital for the Twenty-First Century? In: Fullbrook and Morgan (2014). Also In: Real-World Economics Review, No. 69, Oct. 2014, 131–137.Google Scholar

Hirsch, Morris W., and Smale, Stephen. 1974. Differential Equations, Dynamical Systems, and Linear Algebra. Pure and Applied Mathematics: A Series of Monographs and Textbooks. New York: Academic Press.Google Scholar

Hodrick, Robert J., and Prescott, Edward C. 1997. Postwar U.S. Business Cycles: An Empirical Investigation. Journal of Money, Credit and Banking, 29(1), 1–16.Google Scholar

Hudson, Michael. 2010. The Use and Abuse of Mathematical Economics. Real-World Economics Review. Issue No. 55 (Dec.), 2–22.Google Scholar

Hudson, Michael. 2012. The Bubble and Beyond. Dresden: Islet-Verlag.Google Scholar

Hudson, Michael. 2017. J Is for Junk Economics: A Guide to Reality in an Age of Deception. Dresden: ISLET-Verlag.Google Scholar

Ifrah, Georges. 2000. The Universal History of Numbers: From Prehistory to the Invention of Computers. Translated from the French by D. Bellos, E. F. Harding, S. Wood, and I. Monk. New York: Wiley.Google Scholar

Iglesias, J. R., Semeshenko, V., Schneider, E. M., and Gordon, M. B. 2012. Crime and Punishment: Does It Pay to Punish? Physica A, 391(15), 3942–3950.Google Scholar

Inoue, Jun-ichi, Ghosh, Asim, Chatterjee, Arnab, and Chakrabarti, Bikas K. 2015. Measuring Social Inequality with Quantitative Methodology: Analytical Estimates and Empirical Data Analysis by Gini and k Indices. Physica A, 429, 184–204.Google Scholar

Irwin, Neil. 2014. Everything You Need to Know about Thomas Piketty vs. The Financial Times. New York Times, May 30. www.nytimes.com/2014/05/31/upshot/everything-you-need-to-know-about-thomas-piketty-vs-the-financial-times.html (accessed June 17, 2014).Google Scholar

Ispolatov, S., Krapivsky, P. L., and Redner, S. 1998. Wealth Distributions in Asset Exchange Models. European Physical Journal B, 2, 267–276.Google Scholar

Jadevicius, Arvydas, and Huston, Simon. 2014. A “Family of Cycles” – Major and Auxiliary Business Cycles. Journal of Property Investment and Finance, 32(3), 306–323.Google Scholar

Jagielski, M., Czy˙zewski, K., Kutner, R., and Eugene Stanley, H. 2016. Income and Wealth Distribution of the Richest Norwegian Individuals: An Inequality Analysis. arXiv:1610.08918v1. doi: 10.1016/j.physa.2017.01.077Google Scholar

Jovanovic, Franck, and Schinckus, Christophe. 2013. The Emergence of Econophysics: A New Approach in Modern Financial Theory. History of Political Economy, 45(3), 443–474.Google Scholar

Kakwani, N. 1980. Income Inequality and Poverty. Oxford: Oxford University Press.Google Scholar

Kaniadakis, G. 2001. Non-Linear Kinetics Underlying Generalized Statistics. Physica A, 296, 405–425.Google Scholar

Kaniadakis, G. 2012. Physical Origin of the Power-Law Tailed Statistical Distributions. Modern Physics Letters B, 26, 1250061. arXiv:1206.2250v1.Google Scholar

Kay, John. 2015. Keynes Was Half Right about the Facts. Financial Times, Aug. 4. www.ft.com/content/96a620a8-3a8d-11e5-bbd1-b37bc06f590c (accessed November 16, 2016).Google Scholar

Keen, Steve. 1995. Finance and Economic Breakdown: Modelling Minsky’s “Financial Instability Hypothesis.” Journal of Post Keynesian Economics, 17(4), 607–635.Google Scholar

Keen, Steve. 2000. The Nonlinear Economics of Debt Deflation. Ch. 5, pages 83–110 of: Barnett, William A., Chiarella, Carl, Keen, Steve, Marks, Robert, and Schnabl, Hermann (eds.), Commerce, Complexity, and Evolution: Topics in Economics, Finance, Marketing, and Management: Proceedings of the Twelfth International Symposium in Economic Theory and Econometrics. International Symposia in Economic Theory and Econometrics. Cambridge: Cambridge University Press. doi:10.1017/CBO9780511896682.008.Google Scholar

Keen, Steve. 2001. Debunking Economics. London: Zed Books.Google Scholar

Keen, Steve. 2007. Conservation “Laws” in Econophysics, and the Non-conservation of Money. http://keenomics.s3.amazonaws.com/debtdeflation_media/2007/09/KeenNonConservationMoney.pdf (accessed August 7, 2017).Google Scholar

Keen, Steve. 2009a. Household Debt: The Final Stage in an Artificially Extended Ponzi Bubble. Australian Economic Review, 42(3), 347–357.Google Scholar

Keen, Steve. 2009b. Mad, Bad and Dangerous to Know. Real-World Economics Review. Issue No. 49 (Mar.), 1–7.Google Scholar

Keen, Steve. 2011a. Debunking Economics. 2nd ed. London: Zed Books.Google Scholar

Keen, Steve. 2011b. Debunking Macroeconomics. Economic Analysis and Policy, 41(3), 147–167.Google Scholar

Keen, Steve. 2012a. Instability in Financial Markets: Sources and Remedies. INET Conference, Berlin. http://keenomics.s3.amazonaws.com/debtdeflation_media/2012/04/KeenINET2012InstabilityFinancialMarkets02.pdf (accessed January 15, 2018).Google Scholar

Keen, Steve. 2012b (Nov. 15). Production, Entropy and Monetary Macroeconomics. Lecture available at www.youtube.com/watch?v=14vVhhNvWX0 (accessed February 14, 2018).Google Scholar

Keen, Steve. 2013a. A Monetary Minsky Model of the Great Moderation and the Great Recession. Journal of Economic Behavior and Organization, 86, 221–235.Google Scholar

Keen, Steve. 2013b. Predicting the “Global Financial Crisis”: Post-Keynesian Macroeconomics. Economic Record, 89(285), 228–254.Google Scholar

Keen, Steve. 2016. Modeling Financial Instability. Ch. 4, pages 67–103 of: Malliaris, A. G., Shaw, Leslie, and Shefrin, Hersh (eds), The Global Financial Crisis and Its Aftermath: Hidden Factors in the Meltdown. Oxford: Oxford University Press. doi:10.1093/acprof:oso/9780199386222.003.0004.Google Scholar

Keen, Steve. 2017. Can We Avoid Another Financial Crisis? London: Polity Press.Google Scholar

Keen, Steve. 2018. Kornai and Anti-Equilibrium. Acta Oeconomica, 68, 55–75.Google Scholar

Kennedy, Paul M. 1989. The Rise and Fall of the Great Powers: Economic Change and Military Conflict from 1500 to 2000. New York: Vintage Books.Google Scholar

Keynes, John Maynard. https://en.wikiquote.org/wiki/John_Maynard_Keynes (accessed February 4, 2018). The quotation “When my information changes, I alter my conclusions. What do you do, sir?” is widely attributed to Keynes, but there is no available information of when he actually said that. See also Kay (2015) above.Google Scholar

Keynes, John Maynard. 1936. The General Theory of Employment, Interest and Money. New York: Harcourt, Brace & World. Republication by Prometheus Books: Great Minds Series, New York, 1997.Google Scholar

Keynes, John Maynard. 1937. The General Theory of Employment. Quarterly Journal of Economics, 51(2), 209–223.Google Scholar

Kim, Minseong. 2015. Dimensional Analysis of Production and Utility Functions in Economics. MPRA paper No. 61147, https://mpra.ub.uni-muenchen.de/61147.Google Scholar

King, J. E. 2017. The Literature on Piketty. Review of Political Economy, 29(1), 1–17. doi:10.1080/09538259.2016.1173425.Google Scholar

Kirman, Alan. 1992. Whom or What Does the Representative Individual Represent? Journal of Economic Perspectives, 6(2), 117–136.Google Scholar

Kirman, Alan. 2009. Economic Theory and the Crisis. Real-World Economics Review. Issue No. 51 (Dec.), 80–83.Google Scholar

Kirman, Alan. 2010. The Economic Crisis Is a Crisis for Economic Theory. CESifo Economic Studies, 56(4), 498–535.Google Scholar

Kitchin, Joseph. 1923. Cycles and Trends in Economic Factors. Review of Economics and Statistics, 5(1), 10–16.Google Scholar

Klaas, Oren S., Biham, Ofer, Levy, Moshe, Malcai, Ofer, and Solomon, Sorin. 2006. The Forbes 400 and the Pareto Wealth Distribution. Economic Letters, 90, 290–295.Google Scholar

Kleiber, Christian, and Kotz, Samuel. 2003. Statistical Size Distributions in Economics and Actuarial Sciences. New York: Wiley.Google Scholar

Knight, Frank Hyneman. 1921. Risk, Uncertainty and Profit. Boston: Houghton Mifflin.Google Scholar

Kondepudi, Dilip, and Prigogine, Ilya. 2015. Modern Thermodynamics: From Heat Engines to Dissipative Structures. 2nd ed. New York: Wiley.Google Scholar

Krugman, Paul. 2009. How Did Economists Get It So Wrong? New York Times, Sept. 2. www.nytimes.com/2009/09/06/magazine/06Economic-t.html (accessed June 17, 2014).Google Scholar

Krugman, Paul. 2014a. Is Piketty All Wrong? New York Times, May 24. http://krugman.blogs.nytimes.com/2014/05/24/is-piketty-all-wrong/ (accessed June 17, 2014).Google Scholar

Krugman, Paul. 2014b. The Populist Imperative. New York Times, Jan. 23. www.nytimes.com/2014/01/24/opinion/krugman-the-populist-imperative.html (accessed June 17, 2014).Google Scholar

Krusell, Per, and Smith, Anthony A. Jr. 2015. Is Piketty’s ‘Second Law of Capitalism’ Fundamental? Journal of Political Economy, 123(4), 725–748.Google Scholar

Kuhn, Thomas S. 1996. The Structure of Scientific Revolutions. 3rd ed. Chicago: University of Chicago Press.Google Scholar

Kumamoto, Shin-Ichiro, and Kamihigashi, Takashi. 2018. Power Laws in Stochastic Processes for Social Phenomena: An Introductory Review. Frontiers in Physics, 6(Mar. 15). doi:10.3389/fphy.2018.00020.Google Scholar

Kurz, Heinz D., and Salvadori, Neri. 1995. Theory of Production: A Long-Period Analysis. Cambridge: Cambridge University Press.Google Scholar

Lallouche, Mehdi, Jedidi, Aymen, and Chakraborti, Anirban. 2010. Wealth Distributions: To Be or Not to Be a Gamma? Science and Culture (Kolkata, India), 76(9–10), 478–484. www.scienceandculture-isna.org/sep-oct-2010.htm, arXiv:1004.5109v2.Google Scholar

Langlois, Richard N., and Cosgel, Metin M. 1993. Frank Knight on Risk, Uncertainty, and the Firm: A New Interpretation. Economic Inquiry, 31(July), 456–465.Google Scholar

Lawrence, Scott, Liu, Qin, and Yakovenko, Victor M. 2013. Global Inequality in Energy Consumption from 1980 to 2010. Entropy, 15, 5565–5579. arXiv:1312.6443v2.Google Scholar

Lee, Kotik K. 1992. Lectures on Dynamical Systems, Structural Stability, and Their Applications. New York: World Scientific.Google Scholar

Lee, Wen-Chung. 1999. Probabilistic Analysis of Global Performances of Diagnostic Tests: Interpreting the Lorenz Curve-Based Summary Measures. Statistics in Medicine, 18, 455–471.Google Scholar

Legrand, Muriel Dal-Pont, and Hagemann, Harald. 2007. Business Cycles in Juglar and Schumpeter. History of Economic Thought, 49(1), 1–18.Google Scholar

Lemons, Don S. 2008. Mere Thermodynamics. Baltimore: Johns Hopkins University Press.Google Scholar

Lemons, Don S. 2013. A Student’s Guide to Entropy. Cambridge: Cambridge University Press.Google Scholar

Lighthill, James. 1986. The Recently Recognized Failure of Predictability in Newtonian Dynamics. Proceedings of the Royal Society of London A: Mathematical, Physical and Engineering Sciences, 407(1832), 35–50.Google Scholar

Lindert, Peter H. 2000. Three Centuries of Inequality in Britain and America. Ch. 3, pages 167–216 of: Atkinson, Anthony B., and Bourguignon, François (eds.), Handbook of Income Distribution, vol. 1. Amsterdam: North-Holland.Google Scholar

Lorenz, Max O. 1905. Methods of Measuring the Concentration of Wealth. Publications of the American Statistical Association, 9(70), 209–219.Google Scholar

Lucas, Robert E. 2003. Macroeconomic Priorities. American Economic Review, 93(1), 1–14. Presidential address delivery to the 115th meeting of the American Economic Association, January 4, 2003, Washington DC.Google Scholar

Luke, Yudell L. 1969a. The Special Functions and their Approximations. Vol. 1. New York: Academic Press.Google Scholar

Luke, Yudell L. 1969b. The Special Functions and their Approximations. Vol. 2. New York: Academic Press.Google Scholar

Lux, Thomas. 2005. Emergent Statistical Wealth Distributions in Simple Monetary Exchange Models: A Critical Review. Pages 51–60 of: Chatterjee, A., Yarlagadda, S., and Chakrabarti, B. K. (eds.), Econophysics of Wealth Distribution. Milan: Springer.Google Scholar

Lydall, H. F. 1959. The Distribution of Employment Incomes. Econometrica, 27(1), 110–115.Google Scholar

McCauley, Joseph L. 2009. Dynamics of Markets: The New Financial Economics. Second edn. Cambridge: Cambridge University Press.Google Scholar

McDonald, J. B. 1984. Some Generalized Functions for the Size Distribution of Income. Econometrica, 52, 647–663.Google Scholar

Maclachlan, Fiona, and Reith, John E. 2008. The Beaman Distribution: A New Descriptive Model for the Size Distribution of Incomes. Journal of Income Distribution, 17(1), 81–86.Google Scholar

McLeay, Michael, Radia, Amar, and Ryland, Thomas. 2014. Money Creation in the Modern Economy. Bank of England Quarterly Bulletin, 54(1), 14–22.Google Scholar

McGrayne, Sharon Bertsch. 2011. The Theory that Would Not Die: How Bayes’ Rule Cracked the Enigma Code, Hunted down Russian Submarines, and Emerged Triumphant from Two Centuries of Controversy. New Haven: Yale University Press.Google Scholar

Mandelbrot, B. B. 1960. The Pareto-Levy Law and the Distribution of Income. International Economic Review, 1, 79–105.Google Scholar

Mandelbrot, Benoit B., and Hudson, Richard L. 2004. The (mis)Behaviour of Markets. Prelude written by Richard L. Hudson. Throughout the book the “I” voice is that of Mandelbrot. New York: Basic Books.Google Scholar

Marglin, Stephen A. 1984. Growth, Distribution and Prices. Boston: Harvard University Press.Google Scholar

Marques, Leonardo. 2016 (Nov. 21). The Slave Trade in the U.S. and Brazil: Comparisons and Connections. Press Blog. Yale University. http://blog.yalebooks.com/2016/11/21/slave-trade-u-s-brazil-comparisons-connections/ (accessed September 15, 2018).Google Scholar

Martin Hattersley, J. 1988 (Mar.). Frederick Soddy and the Doctrine of “Virtual Wealth.” https://web.archive.org/web/20081120224637//http://www.nesara.org/articles/soddy88.htm (accessed November 8, 2019). Paper presented to the 14th Annual Convention of the Eastern Economics Association, Boston, Mass.Google Scholar

Marx, Karl. 1867. Capital. 1st English edition, 1887 edn. book one, vol. I. Marx/Engels Internet Archive. www.marxists.org/archive/marx/works/1867-c1/ (accessed August 14, 2012).Google Scholar

Massari, Riccardo, Pittau, Maria Grazia, and Zelli, Roberto. 2009. A Dwindling Middle Class? Italian Evidence in the 2000s. Journal of Economic Inequality, 7, 333–350.Google Scholar

Massy, Ibrahim, Avila, Alba, and Garcia-Molina, Mario. 2013. Quantitative Evidence of Goodwin’s Non-Linear Growth Cycles. Applied Mathematical Sciences, 7(29), 1409–1417.Google Scholar

Mayer, J., Khairy, K., and Howard, J. 2010. Drawing an Elephant with Four Complex Parameters. American Journal of Physics, 78(6), 648–649.Google Scholar

Medeiros, Marcelo, and Souza, Pedro H. G. Ferreira. 2015. The Rich, the Affluent and the Top Incomes. Current Sociology Review, 63(6), 869–895.Google Scholar

Medeiros, Marcelo, Souza, Pedro H. G. F., and Castro, Fábio A. 2015. A estabilidade da desigualdade de renda no Brasil, 2006 a 2012: Estimativa com dados do imposto de renda e pesquisas domiciliares. Ciência e Saúde Coletiva, 20(4), 971–986. doi:10.1590/1413-81232015204.00362014.Google Scholar

Mendes, Marcos. 2014. Inequality, Democracy, and Growth in Brazil: A Country at the Crossroads of Economic Development. New York: Academic Press.Google Scholar

Milanovic, Branko. 2007. Why We All Care about Inequality (But Some of Us Are Loathe to Admit It). Challenge, 50(6), 109–120.Google Scholar

Milanovic, Branko. 2010. The Haves and the Have-Nots: A Brief and Idiosyncratic History of Global Inequality. New York: Basic Books.Google Scholar

Milanovic, Branko. 2012. Global Inequality Recalculated and Updated: The Effect of New PPP Estimates on Global Inequality and 2005 Estimates. Journal of Economic Inequality, 10(1), 1–18.Google Scholar

Milanovic, Branko. 2014. The Return of “Patrimonial Capitalism”: A Review of Thomas Piketty’s “Capital in the Twenty-First Century.” Journal of Economic Literature, 52(2), 519–534.Google Scholar

Milanovic, Branko. 2016. Global Inequality: A New Approach for the Age of Globalization. Cambridge, MA: Belknap Press.Google Scholar

Mimkes, Jügen. 2017. Thermodynamics and Economics. Ch. 23, pages 495–519 of: Šesták, Jaroslav, Hubík, Pavel, and Mareš, Jiří J. (eds.), Thermal Physics and Thermal Analysis. Hot Topics in Thermal Analysis and Calorimetry, vol. 11. Cham.: Springer.Google Scholar

Minsky, Hyman. 1977. The Financial Instability Hypothesis: An Interpretation of Keynes and an Alternative to “Standard” Theory. Nebraska Journal of Economics and Business, 16(1), 5–16.Google Scholar

Mirowski, Philip. 1989. More Heat than Light: Economics as Social Physics, Physics as Nature’s Economics. Cambridge: Cambridge University Press.Google Scholar

Mirowski, Philip. 2013. Never Let a Serious Crisis Go to Waste. London: Verso.Google Scholar

Mohun, Simon, and Veneziani, Roberto. 2008. Goodwin Cycles and the U.S. Economy, 1948–2004. Ch. 6, pages 157–194 of: Flaschel, Peter, and Landesmann, Michael (eds.), Mathematical Economics and the Dynamics of Capitalism: Goodwin’s Legacy Continued. New York: Routledge. Also in: Munich Personal RePEc Archive (MPRA) Paper, https://ideas.repec.org/p/pra/mprapa/30444.html (accessed June 14, 2018).Google Scholar

Monk, Ray. 2012. Robert Oppenheimer: A Life Inside the Center. New York: Anchor Books.Google Scholar

Moreno, Álvaro M. 2002. El Modelo de Ciclo y Crecimiento de Richard Goodwin. Una Evaluación Empírica para Colombia. Cuadernos de Economía, 21(37), 1–20.Google Scholar

Morgan, Jamie. 2016. Book review, Understanding Piketty’s Capital in the Twenty-First Century, by Steven Pressman. Review of Political Economy. doi:10.1080/09538259.2016.1173967.Google Scholar

Morgan, Marc. 2017 (Aug. 10). Extreme and Persistent Inequality: New Evidence for Brazil Combining National Accounts, Survey and Fiscal Data, 2001–2005. WID.world Working Paper Series 2017/12. World Wealth and Income Database. http://wid.world/wp-content/uploads/2017/09/Morgan2017BrazilDINA-.pdf (accessed September 10, 2017).Google Scholar

Morgan, Zachary R. 2014. Legacy of the Lash: Race and Corporal Punishment in the Brazilian Navy and the Atlantic World. Bloomington: Indiana University Press.Google Scholar

Morowitz, Harold J. 1968. Energy Flow in Biology. Academic Press.Google Scholar

Morris, Errol. 2014. The Certainty of Donald Rumsfeld (Part 2). New York Times, Mar. 26. http://opinionator.blogs.nytimes.com/2014/03/26/the-certainty-of-donald-rumsfeld-part-2/#more-152439 (accessed March 11, 2017).Google Scholar

Morrisson, Christian. 2000. Historical Perspectives on Income Distribution: The Case of Europe. Ch. 4, pages 217–260 of: Atkinson, Anthony B., and Bourguignon, François (eds.), Handbook of Income Distribution, vol. 1. Amsterdam: North-Holland.Google Scholar

Morrisson, Christian, and Murtin, Fabrice. 2013. The Kuznets Curve of Human Capital Inequality: 1870–2010. Journal of Economic Inequality, 11(3), 283–301.Google Scholar

Moskvitch, Katia. 2018. Troubled Times for Alternatives to Einstein’s Theory of Gravity. Quanta magazine, Apr. 30. www.quantamagazine.org/troubled-times-for-alternatives-to-einsteins-theory-of-gravity-20180430 (accessed February 10, 2019).Google Scholar

Moura, N. J. Jr. and Ribeiro, Marcelo Byrro. 2006. Zipf Law for Brazilian Cities. Physica A, 367, 441–448. arXiv:physics/0511216v2.Google Scholar

Moura, N. J. Jr. and Ribeiro, Marcelo Byrro. 2009. Evidence for the Gompertz Curve in the Income Distribution of Brazil 1978–2005. European Physical Journal B, 67, 101–120. arXiv:0812.2664v1.Google Scholar

Moura, N. J. Jr. and Ribeiro, Marcelo Byrro. 2013. Testing the Goodwin Growth-Cycle Macroeconomic Dynamics in Brazil. Physica A, 392, 2088–2103. arXiv:1301.1090.Google Scholar

Neal, F., and Shone, R. 1976. Economic Model Building. London: Macmillan Education UK.Google Scholar

Neves, Juliano C. S. 2018. Infinities as Natural Places. Foundations of Science, July 21. doi:10.1007/s10699-018-9556-0; arXiv:1803.07995v2.Google Scholar

Newman, M. E. J. 2005. Power Laws, Pareto Distributions and Zipf’s Law. Contemporary Physics, 46, 323. arXiv:cond-mat/0412004v3.Google Scholar

Nicolis, Grégoire, and Prigogine, Ilya. 1977. Self-Organization in Nonequilibrium Systems. New York: Wiley.Google Scholar

Nicolis, Grégoire, and Prigogine, Ilya. 1989. Exploring Complexity. Munich: Freeman.Google Scholar

Nikolaidi, Maria, and Stockhammer, Engelbert. 2017. Minsky Models: A Structured Survey. Journal of Economic Surveys, 31(5), 1304–1331. Also in ch. 7, pages 175–205 of: Veneziani, Roberto and Zamparelli, Luca (eds), Analytical Political Economy. New York: Wiley-Blackwell, 2018.Google Scholar

Oancea, Bogdan, Pirjol, Dan, and Andrei, Turodel. 2018. A Pareto Upper Tail for Capital Income Distribution. Physica A, 492, 403–417.Google Scholar

Ormerod, Paul. 1997. The Death of Economics. New York: Wiley.Google Scholar

Osborne, Matthew Fontaine Maury. 1977. The Stock Market and Finance from a Physicist’s Viewpoint. Minneapolis: Crossgar Press.Google Scholar

Ostry, Jonathan D., Berg, Andrew, and Tsangarides, Charalambos G. 2014 (Apr.). Redistribution, Inequality, and Growth. Tech. rept. Research Department, International Monetary Fund. IMF Staff Discussion Note, SDN/14/02, www.imf.org/external/pubs/ft/sdn/2014/sdn1402.pdf (accessed October 5, 2016).Google Scholar

Pais, Abraham. 2005. Subtle Is the Lord: The Science and the Life of Albert Einstein. Oxford: Oxford University Press.Google Scholar

Palley, Thomas I. 2014. The Accidental Controversialist: Deeper Reflections on Thomas Piketty’s Capital. Real-World Economics Review. Issue No. 67 (May), 143–146.Google Scholar

Palma, José Gabriel. 2017. Does the Broad Spectrum of Inequality across the World in the Current Era of Neo-liberal Globalization Reflect a Wide Diversity of Fundamentals, or Just a Multiplicity of Political Settlements and Market Failures? Initiative for Policy Dialogue (based at Columbia University), http://policydialogue.org/files/events/background-materials/03_Palma-with-Tables_Figures.pdf (accessed January 15, 2018).Google Scholar

Palmer, Tim. 2008. Edward Norton Lorenz. Physics Today, 61(9), 81–82. http://scitation.aip.org/content/aip/magazine/physicstoday/article/61/9/10.1063/1.2982132 (accessed March 11, 2015).Google Scholar

Palomba, Giuseppe. 1939 . Introduzione allo studio della dinamica economica. Napoli: Jovene.Google Scholar

Paradisi, Paolo, Kaniadakis, Giorgio, and Scarfone, Antonio Maria. 2015. The Emergence of Self-Organization in Complex Systems – Preface. Chaos, Solitons and Fractals, 81, 407–411.Google Scholar

Pareto, Vilfredo. 1897. Cours d’Économie Politique. Vol. 2. Lausanne: F. Rouge. www.institutcoppet.org/wp-content/uploads/2012/05/Cours-d%C3%A9conomie-politique-Tome-II-Vilfredo-Pareto.pdf (accessed August 30, 2016).Google Scholar

Parry Lewis, J. 1963. Dimensions in Economic Theory. Manchester School, 31(3), 243–254.Google Scholar

Patnaik, Utsa. 2017. Revisiting the “Drain,” or Transfers from India to Britain in the Context of Global Diffusion of Capitalism. Pages 277–317 of: Chakrabarti, Shubhra, and Patnaik, Utsa (eds.), Agrarian and other Histories: Essays for Binay Bhushan Chaudhuri. New Delhi: Tulika Books.Google Scholar

Patriarca, Marco, Chakraborti, A., and Kaski, Kimmo. 2004a. Gibbs versus Non-Gibbs Distributions in Money Dynamics. Physica A, 340, 334–339. arXiv:cond-mat/0312167v1.Google Scholar

Patriarca, Marco, Chakraborti, A., and Kaski, K. 2004b. Statistical Model with a Standard Г Distribution. Physical Review E, 70, 016104.Google Scholar

Patriarca, Marco, Heinsalu, E., and Chakraborti, A. 2010. Basic Kinetic Wealth-Exchange Models: Common Features and Open Problems. European Physical Journal B, 73, 145–153.Google Scholar

Paul Cockshott, W., and Zachariah, David. 2014–2015. Conservation Laws, Financial Entropy and the Eurozone Crisis. Economics: The Open-Access, Open-Assessment E-Journal, 8(Jan. 29, 2014). arXiv:1301.5974v1.Google Scholar

Paul Cockshott, W., Cottrell, Allin F., Michaelson, Gregory J., Wright, Ian P., and Yakovenko, Victor M. 2009. Classical Econophysics. New York: Routledge.Google Scholar

Percival, Ian, and Richards, Derek. 1982. Introduction to Dynamics. New York: Cambridge University Press.Google Scholar

Peters, Edgar E. 1994. Fractal Market Analysis. New York: Wiley.Google Scholar

Petracca, Enrico. 2016 (June 23-25). Giuseppe Palomba and the Structural Realist View of Economics. 13th Annual STOREP Conference. University of Catania. http://conference.storep.org/index.php?conference=storep-annual-conference&schedConf=2016&page=paper&op=viewFile&path%5B%5D=27&path%5B%5D=24 (accessed January 29, 2019).Google Scholar

Petty, William. 1690. Political Arithmetick. London: Printed for Robert Clavel at the Peacock, and Hen. Mortlock at the Phoenix in St. Paul’s Church-yard. https://la.utexas.edu/users/hcleaver/368/368PettyPolArithtableedit.pdf (accessed February 9, 2019).Google Scholar

Phillips, A. W. 1958. The Relation between Unemployment and the Rate of Change of Money Wage Rates in the United Kingdom, 1861–1957. Economica, 25(100), 283–299.Google Scholar

Phillips, Peter C. B. 2010 (Sept.). The Mysteries of Trend. Tech. rept. paper No. 1771. Cowles Foundation for Research in Economics, Yale University. https://ssrn.com/abstract=1676216 (accessed January 24, 2019).Google Scholar

Pietronero, L., Cristelli, M., and Tacchella, A. 2013. New Metrics of Economic Complexity: Measuring the Intangible Growth Potential of Countries. www.ineteconomics.org/uploads/papers/Pietronero-Paper.pdf (accessed September 6, 2016).Google Scholar

Piketty, Thomas. 2014. Capital in the Twenty-First Century. Translated by Arthur Goldhammer from the author’s original in French Le capital au XXIe siécle. Cambridge, MA: Harvard University Press.Google Scholar

Piketty, Thomas. 2015. About Capital in the Twenty-First Century. American Economic Review, 105(5), 48–53.Google Scholar

Piketty, Thomas. 2016–2017. The Dynamics of Capital Accumulation: Private vs. Public Capital and the Great Transformation. Paris School of Economics. Lecture 3 on Economic History and respective exams, http://piketty.pse.ens.fr/en/teaching/10/17, (accessed January 5, 2017).Google Scholar

Piketty, Thomas, and Zucman, Gabriel. 2014. Capital Is Back: Wealth-Income Ratios in Rich Countries 1700–2010. Quarterly Journal of Economics, 129(3), 1255–1310.Google Scholar

Pinto, Carla M. A., Mendes Lopes, A., and Tenreiro Machado, J. A. 2012. A Review of Power Laws in Real Life Phenomena. Communications in Nonlinear Science and Numerical Simulation, 17(9), 3558–3578. doi:10.1016/j.cnsns.2012.01.013.Google Scholar

Planck, Max. 1950. Scientific Autobiography and Other Papers. Translated from German by Frank Gaynor. London: Williams & Norgate.Google Scholar

Pokrovski, Vladimir N. 1999. Physical Principles in the Theory of Economic Growth. Hants: Ashgate.Google Scholar

Pokrovski, Vladimir N. 2018. Econodynamics. 3rd ed. New York: Springer.Google Scholar

Pressman, Steven. 2016. Understanding Piketty’s Capital in the Twenty-First Century. New York: Routledge.Google Scholar

Puu, Tönu. 2003. Attractors, Bifurcations and Chaos: Nonlinear Phenomena in Economics. 2nd ed. New York: SpringerGoogle Scholar

Rader, Trout. 1972. Book Review: Dimensional Analysis for Economists, by de Jong, Frits J. and Quade, Wilhelm. Econometrica, 40(1), 214–216.Google Scholar

Rankin, Jennifer. 2014. Thomas Piketty accuses Financial Times of dishonest criticism. The Guardian, May 26. www.theguardian.com/business/2014/may/26/thomas-piketty-financial-times-dishonest-criticism-economics-book-inequality (accessed June 17, 2014).Google Scholar

Rau, Nicholas. 1974. Trade Cycles: Theory and Evidence. New York: Macmillan.Google Scholar

Ribeiro, Harold, Alves, Luiz G. A., Martins, Alvaro, Lenzi, Ervin K., and Perc, Matjaž. 2018. The Dynamical Structure of Political Corruption Networks. Journal of Complex Networks. doi:10.1093/comnet/cny002; arXiv:1801.01869v1.Google Scholar

Ribeiro, Marcelo Byrro, and Miguelote, Alexandre Y. 1998. Fractals and the Distribution of Galaxies. Brazilian Journal of Physics, 28(2), 132–160. doi:10.1590/S0103-97331998000200007.Google Scholar

Ribeiro, Marcelo Byrro, and Videira, Antonio A. P. 1998. Dogmatism and Theoretical Pluralism in Modern Cosmology. Apeiron, 5, 227–234. arXiv:physics/9806011v1.Google Scholar

Ribeiro, Marcelo Byrro, and Videira, Antonio A. P. 2007. Boltzmann’s Concept of Reality. arXiv:physics/0701308v1.Google Scholar

Richmond, Peter, and Roehner, Bertrand M. 2016. Predictive Implications of Gompertz’s Law. Physica A, 447, 446–454. arXiv:1509.07271v1.Google Scholar

Richmond, Peter, Chakrabarti, Bikas K., Chatterjee, Arnab, and Angle, John. 2006a. Comments on “Worrying Trends in Econophysics”: Income Distribution Models. Pages 244–253 of: Chatterjee, Arnab, and Chakrabarti, Bikas K. (eds.), Econophysics of Stock and Other Markets. Milan: Springer.Google Scholar

Richmond, Peter, Hutzler, Stephan, Coelho, Ricardo, and Repetowicz, Przemek. 2006b. A Review of Empirical Studies and Models of Income Distribution in Society. Ch. 5, pages 131–159 of: Chakrabarti, B. K., Chakraborti, A., and Chatterjee, A. (eds.), Econophysics and Sociophysics – Trends and Perspectives. New York: Wiley-VCH.Google Scholar

Roehner, Bertrand M. 2002. Patterns of Speculation: A Study in Observational Econophysics. Cambridge: Cambridge University Press.Google Scholar

Roine, Jesper, and Waldenström, Daniel. 2015. Long-Run Trends in the Distribution of Income and Wealth. Ch. 7, pages 469–592 of: Atkinson, Anthony B., and Bourguignon, François (eds.), Handbook of Income Distribution, vol. 2A–2B. Amsterdam: North-Holland.Google Scholar

Ruccio, David, and Morgan, Jamie. 2018. Capital and Class: Inequality after the Crash. Real-World Economics Review. Issue No. 85 (Sep. 19), 15–24.Google Scholar

Rumsfeld, Donald H. 2002 (Feb. 12). U.S. Department of Defense News Briefing. News Transcript. http://archive.defense.gov/Transcripts/Transcript.aspx?TranscriptID=2636 (accessed June 20, 2016); see also www.youtube.com/watch?v=GiPe1OiKQuk (accessed March 11, 2017).Google Scholar

Sakstein, Jeremy. 2018 . Tests of Gravity with Future Space-Based Experiments. Physical Review D, 97, 064028. arXiv:1710.03156v4.Google Scholar

Sarabia, José M., and Jordá, Vanesa. 2014. Explicit Expressions of the Pietra Index for the Generalized Function for the Size Distribution of Income. Physica A, 416, 582–595.Google Scholar

Sarabia, José M., Jordá, Vanesa, and Remuzgo, Lorena. 2016. The Theil Indices in Parametric Families of Income Distributions: A Short Review. Review of Income and Wealth. doi:10.1111/roiw.12260.Google Scholar

Saunders, P. T. 1980. An Introduction to Catastrophe Theory. Cambridge: Cambridge University Press.Google Scholar

Scafetta, Nicola, and West, Bruce J. 2007. Probability Distributions in Conservative Energy Exchange Models of Multiple Interacting Agents. Journal of Physics: Condensed Matter, 19, 065138.Google Scholar

Scafetta, Nicola, Picozzi, Sergio, and West, Bruce J. 2004a. An Out-of-Equilibrium Model of the Distributions of Wealth. Quantitative Finance, 4(3), 353–364.Google Scholar

Scafetta, Nicola, Picozzi, Sergio, and West, Bruce J. 2004b. A Trade-Investment Model for Distribution of Wealth. Physica D, 193, 338–352.Google Scholar

Scheidel, Walter, and Friesen, Steven J. 2009. The Size of the Economy and the Distribution of Income in the Roman Empire. Journal of Roman Studies, 99, 61–91.Google Scholar

Schinckus, C. 2009. Economic Uncertainty and Econophysics. Physica A, 388, 4414–4423.Google Scholar

Schinckus, Christophe. 2010. Econophysics and Economics: Sister Disciplines? American Journal of Physics, 78(4), 325–327.Google Scholar

Schinckus, Christophe. 2013. Between Complexity of Modelling and Modelling of Complexity: An Essay on Econophysics. Physica A, 392, 3654–3665.Google Scholar

Schneider, Markus P. A. 2015. Revisiting the Thermal and Superthermal Two-Class Distribution of Incomes: A Critical Perspective. European Physical Journal B, 88(1). Article Nr. 5.Google Scholar

Scott Fitzgerald, F. 1936 (Feb.). The Crack-Up. www.pbs.org/wnet/americanmasters/f-scott-fitzgerald-essay-the-crack-up/1028/ (accessed December 10, 2017); www.esquire.com/lifestyle/a4310/the-crack-up/ (accessed February 5, 2018).Google Scholar

Screpanti, Ernesto, and Zamagni, Stefano. 1993. An Outline of the History of Economic Thought. Oxford: Oxford University Press.Google Scholar

Serebriakov, Vladimir, and Dohnal, Mirko. 2017. Qualitative Analysis of the Goodwin Model of the Growth Cycle. Revista de Métodos Cuantitativos para la Economía y la Empresa, 23(June), 223–233. www.upo.es/revistas/index.php/RevMetCuant/article/view/2694 (accessed September 15, 2018).Google Scholar

Shaikh, A., Papanikolaou, N., and Wiener, N. 2014. Race, Gender and the Econophysics of Income Distribution in the USA. Physica A, 415, 54–60.Google Scholar

Shaikh, Anwar. 2017. Income Distribution, Econophysics and Piketty. Review of Political Economy, 29(1), 18–29. doi:10.1080/09538259.2016.1205295.Google Scholar

Sharma, Kiran, and Chakraborti, Anirban. 2016. Physicists’ Approach to Studying Socio-economic Inequalities: Can Humans Be Modelled as Atoms? arXiv:1606.06051v1.Google Scholar

Sharma, Manoj. 2018. How Much Money Did Britain Take away from India? About $45 Trillion in 173 Years, Says Top Economist. Business Today, Nov. 19. www.businesstoday.in/current/economy-politics/this-economist-says-britain-took-away-usd-45-trillion-from-india-in-173-years/story/292352.html (accessed February 20, 2019).Google Scholar

Shih, Shagi-Di. 1997. The Period of a Lotka–Volterra System. Taiwanese Journal of Mathematics, 1(4), 451–470.Google Scholar

Shone, R. 2002. Economic Dynamics: Phase Diagrams and Their Economic Application. 2nd ed. Cambridge: Cambridge University Press.Google Scholar

Simon, Herbert A. 1957. The Compensation of Executives. Sociometry, 20(1), 32–35.Google Scholar

Sinha, Sitabhra, Chatterjee, Arnab, Chakraborti, Anirban, and Chakrabarti, Bikas K. 2011. Econophysics: An Introduction. Weinheim: Wiley-VCH Verlag.Google Scholar

Soares, Abner D., Moura., N. J. Jr. and Ribeiro, Marcelo Byrro. 2016. Tsallis Statistics in the Income Distribution of Brazil. Chaos, Solitons and Fractals, 88, 158–171. arXiv:1602.06855v2.Google Scholar

Soddy, Frederick. 1926. Wealth, Virtual Wealth and Debt. London: George Allen & Unwin.Google Scholar

Solow, Robert M. 1990. Goodwin’s Growth Cycle: Reminiscence and Rumination. Pages 31–41 of: Velupillai, K. (ed.), Nonlinear and Multisectoral Macro-dynamics: Essays in Honour of Richard Goodwin. London: Palgrave Macmillan.Google Scholar

Soos, Philip. 2012. Stop Letting Economists off the Hook. Business Spectator, Mar. 16. https://www.theaustralian.com.au/business/business-spectator/news-story/stop-letting-economists-off-the-hook/7236aa59c30280f673deed283924786d (accessed November 7, 2019).Google Scholar

Sordi, Serena, and Vercelli, Alessandro. 2014. Unemployment, Income Distribution and Debt-Financed Investment in a Growth Cycle Model. Journal of Economic Dynamics and Control, 48, 325–348.Google Scholar

Sørensen, Peter Birch, and Whitta-Jacobsen, Hans Jørgen. 2010. Introducing Advanced Macroeconomics: Growth and Business Cycles. 2nd ed. New York: McGraw-Hill.Google Scholar

Soriano-Hernández, P., del Castillo-Mussota, M., Córdoba-Rodríguez, O., and Mansilla-Corona, R. 2016. Non-Stationary Individual and Household Income of Poor, Rich and Middle Classes in Mexico. doi:10.1016/j.physa.2016.08.042.Google Scholar

Souma, Wataru. 2001. Universal Structure of the Personal Income Distribution. Fractals, 9, 463–470.Google Scholar

Souma, Wataru. 2002. Physics of Personal Income. Pages 343–352 of: Takayasu, Hideki (ed.), Empirical Science of Financial Fluctuations. Tokyo: Springer Japan. arXiv:cond-mat/0202388v1.Google Scholar

Souma, Wataru, and Nirei, Makoto. 2005. Empirical Study and Model of Personal Income. Pages 34–42 of: Chatterjee, A., Yarlagadda, S., and Chakrabarti, B. K. (eds.), Econophysics of Wealth Distribution. Milan: Springer.Google Scholar

Souza, Pedro H. G. F. 2016 (Sept.). A desigualdade vista do topo: A concentração de renda entre os ricos no Brasil, 1926–2013. Ph.D. thesis, Departmento de Sociologia, Instituto de Ciências Sociais, Universidade de Brasília–UnB. http://repositorio.unb.br/bitstream/10482/22005/1/2016_PedroHerculanoGuimar%C3%A3esFerreiradeSouza.pdf (accessed December 16, 2017).Google Scholar

Souza, Pedro H. G. F., and Medeiros, Marcelo. 2015. Top Income Shares and Inequality in Brazil, 1928–2012. Sociologies in Dialogue, 1(1), 119–132.Google Scholar

Sreevastsan, Ajai. 2018. British Raj Siphoned out $45 Trillion from India: Utsa Patnaik. Livemint, Nov. 21. www.livemint.com/Companies/HNZA71LNVNNVXQ1eaIKu6M/British-Raj-siphoned-out-45-trillion-from-India-Utsa-Patna.html (accessed December 31, 2018).Google Scholar

Strogatz, Steven H. 2001. Exploring Complex Networks. Nature, 410(Mar. 8), 268–276.Google Scholar

Sweezy, Paul M. 1942. The Theory of Capitalist Development. New York: Monthly Review Press.Google Scholar

Sylos Labini, Francesco, and Caprara, Sergio. 2017. On the Description of Financial Markets: A Physicist’s Viewpoint. Pages 63–71 of: Ippoliti, Emiliano, and Chen, Ping (eds.), Methods and Finance: A Unifying View on Finance, Mathematics and Philosophy. Studies in Applied Philosophy, Epistemology and Rational Ethics, vol. 34. New York: Springer International. doi:10.1007/978-3-319-49872-0.Google Scholar

Tacchella, Andrea, Cristelli, Matthieu, Caldarelli, Guido, Gabrielli, Andrea, and Pietronero, Luciano. 2012. A New Metrics for Countries’ Fitness and Products’ Complexity. Scientific Reports, 2(723), 1–7. doi:10.1038/srep00723.Google Scholar

Taleb, Nassim Nicholas. 2010. The Black Swan: The Impact of the Highly Improbable. 2nd ed. New York: Random House.Google Scholar

Tao, Yong, Wu, Xiangjun, Zhou, Tao, Yan, Weibo, Huang, Yanyuxiang, Yu, Han, Modal, Benedict, and Yakovenko, Victor M. 2016. Universal Exponential Structure of Income Inequality: Evidence from 60 Countries. arXiv:1612.01624v1.Google Scholar

Tarassow, Artur. 2010. The Empirical Relevance of Goodwin’s Business Cycle Model for the US Economy. Munich Personal RePEc Archive (MPRA) Paper 21815, https://mpra.ub.uni-muenchen.de/21815/1/MPRA_paper_21815.pdf (accessed June 15, 2018).Google Scholar

Taylor, John Robert. 1997. An Introduction to Error Analysis: The Study of Uncertainties in Physical Measurements. 2nd ed. Sausalito, CA: University Science Books.Google Scholar

Terzi, Andrea. 2010. Keyne’s Uncertainty Is Not about White or Black Swans. Journal of Post Keynesian Economics, 32(4), 559–566.Google Scholar

Texocotitla, Miguel Alvarez, Hernández, M. David Alvarez, and Hernández, Shaní Alvarez. 2018. Dimensional Analysis in Economics: A Study of the Neoclassical Economic Growth Model. arXiv:1802.10528v1.Google Scholar

Trans-Atlantic Slave Trade Database. 2018. www.slavevoyages.org/assessment/estimates (accessed September 15, 2018).Google Scholar

Tsallis, C. 1994. What Are the Numbers that Experiments Provide? Química Nova, 17, 468–471.Google Scholar

Tsallis, Constantino. 2009. Introduction to Nonextensive Statistical Mechanics: Approaching a Complex World. New York: SpringerGoogle Scholar

United Nations. 2013. Inequality Matters. Report of the World Social Situation 2013. Tech. rept. Department of Economic and Social Affairs, United Nations, New York. www.un.org/esa/socdev/documents/reports/InequalityMatters.pdf (accessed September 19, 2016).Google Scholar

Unzicker, Alexander, and Jones, Sheila. 2013. Bankrupting Physics: How Today’s Top Scientists Are Gambling Away Their Credibility. New York: Palgrave Macmillan.Google Scholar

Vadasz, Viktor. 2007. Economic Motion: An Application of the Lotka–Volterra Equations. Undergraduate honors thesis, Franklin and Marshall College. https://dspace.fandm.edu/handle/11016/4287 (accessed August 3, 2014).Google Scholar

van der Ploeg, Frederik. 1983. Economic Growth and Conflict over the Income Distribution. Journal of Economic Dynamics and Control, 6, 253–279.Google Scholar

Van Norden, Richard. 2016. Physicists Make “Weather Forecasts” for Economies. Nature. doi:10.1038/nature.2015.16963.Google Scholar

VanderPlas, Jake. 2014. Frequentism and Bayesianism: A Python-driven Primer. arXiv:1411.5018v1.Google Scholar

Varoufakis, Yanis. 2014. Egalitarianism’s Latest Foe: A Critical Review of Thomas Piketty’s Capital in the Twenty-First Century. In: Fullbrook and Morgan (2014). Also In: Real-World Economics Review, No. 69, Oct. 2014, 18–35.Google Scholar

Veneziani, Roberto, and Mohun, Simon. 2006. Structural Stability and Goodwin’s Growth Cycle. Structural Change and Economic Dynamics, 17, 437–451.Google Scholar

Videira, Antonio A. P. 1995. Atomism and Energetics at the End of the 19th Century: The Luebeck Meeting of 1895. Serie “Ciência e Sociedade.” Centro Brasileiro de Pesquisa Físicas – CBPF. Publication number CBPF–CS–003/1995.Google Scholar

Vijaya, Ramya M. 2013. Book review of Inequality, Development and Growth. Journal of Economic Inequality, 11, 127–129.Google Scholar

Weisstein, Eric W. Log Normal Distribution. From MathWorld – A Wolfram Web Resource. http://mathworld.wolfram.com/LogNormalDistribution.html (accessed October 15, 2015).Google Scholar

Whittaker, E. T. 1922. On a New Method of Graduation. Proceedings of the Edinburgh Mathematical Society, 41, 63–75. doi:10.1017/S0013091500077853.Google Scholar

Wilk, G., and Włodarczyk, Z. 2015. Tsallis Distribution Decorated with Log-Periodic Oscillation. Entropy, 17, 384–400.Google Scholar

Winsor, C. P. 1932. The Gompertz Curve as a Growth Curve. Proceedings of the National Academy of Sciences, 18(1), 1–8.Google Scholar

Woit, Peter. 2006. Not Even Wrong: The Failure of String Theory and the Search for Unity in Physical Law. New York: Basic Books.Google Scholar

Wolfers, Justin. 2014. A New Critique of Piketty Has Its Own Shortcomings. New York Times, May 23. www.nytimes.com/2014/05/25/upshot/a-new-critique-of-piketty-has-its-own-shortcomings.html (accessed June 17, 2014).Google Scholar

World Bank. 2016. GINI Index. http://data.worldbank.org/indicator/SI.POV.GINI?end=2015&locations=BR&start=2008 (accessed September 15, 2018).Google Scholar

Xu, Yan, Wang, Yougui, Tao, Xiaobo, and Ližbetinová, Lenka. 2017. Evidence of Chinese Income Dynamics and Its Effects on Income Scaling Law. Physica A, 487, 143–152.Google Scholar

Yakovenko, V. M. 2003. Research in Econophysics. arXiv:cond-mat/0302270v2.Google Scholar

Yakovenko, V. M. 2009. Econophysics, Statistical Mechanics Approach to. Pages 2800–2826 of: Meyers, R. A. (ed.), Encyclopedia of Complexity and System Science. New York: Springer. arXiv:0709.3662v4.Google Scholar

Yakovenko, V. M. 2010. Statistical Mechanics of Money, Debt, and Energy Consumption. Science and Culture, 76(9–10), 430–436. arXiv:1008.2179v1.Google Scholar

Yakovenko, V. M. 2011. Statistical Mechanics Approach to the Probability Distribution of Money. Ch. 7, pages 104–123 of: Ganssmann, Heiner (ed.), New Approaches to Monetary Theory: Interdisciplinary Perspectives. New York: Routledge. arXiv:1007.5074v1.Google Scholar

Yakovenko, V. M. 2012. Applications of Statistical Mechanics to Economics: Entropic Origin of the Probability Distributions of Money, Income, and Energy Consumption. arXiv:1204.6483v1.Google Scholar

Yakovenko, V. M. 2016. Monetary Economics from Econophysics Perspective. European Physical Journal Special Topics, 225, 3313–3335. arXiv:1608.04832v1.Google Scholar

Yakovenko, V. M., and Rosser, J. Barkley Jr. 2009. Colloquium: Statistical Mechanics of Money, Wealth, and Income. Reviews of Modern Physics, 81, 1703–1725. arXiv:0905.1518v2.Google Scholar

Yamano, Takuya. 2002. Some Properties of the q-Logarithm and q-Exponential Functions in Tsallis Statistics. Physica A, 305, 486–496.Google Scholar

Zencey, Eric. 2009. Mr. Soddy’s Ecological Economy. New York Times, Apr. 11. www.nytimes.com/2009/04/12/opinion/12zencey.html (accessed August 20, 2014).Google Scholar

Žižek, Slavoj. 2014. Event: A Philosophical Journey through a Concept. New York: Melville House.Google Scholar

Zou, Yijiang, Deng, Weibing, Li, Wei, and Cai, Xu. 2015. An Agent-Based Interaction Model for Chinese Personal Income Distribution. Physica A, 436, 933–942.Google Scholar