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Stefan Banach (1892 – 1945): A commemoration of his life and work

Published online by Cambridge University Press:  01 August 2016

Graham Hoare  and
Nick Lord
Graham Hoare
Affiliation:
Dr. Challoner's Grammar School, Amersham HP6 5HA
Nick Lord
Affiliation:
Tonbridge School, Tonbridge TN9 1JP
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Abstract

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Type
obituary
Information
The Mathematical Gazette , Volume 79 , Issue 486 , November 1995 , pp. 456 - 470
Copyright
Copyright © The Mathematical Association 1995

References

1. Kuzawa, M. G., Fundamenta Mathematicae: an examination of its founding and significance, American Mathematical Monthly 77 (1970) pp. 485–492. (See also the editorial note in Fundamenta Mathematicae 100 (1978) pp. 1–8.)Google Scholar
2. Steinhaus, H., Stefan Banach, Studio Mathematica 1 (1963) pp. 7–15.Google Scholar
3. Banach, S., Théorie des opérations linéaires (2nd edition, reprint), Chelsea, New York (1978).Google Scholar
4. Dieudonné, J. History of functional analysis, North-Holland (1981).Google Scholar
5. Ulam, S. Stefan Banach, Bulletin of the American Mathematical Society 52 (7) (1946) pp. 600–603. (Reprinted in Ulam, S. Science, computers and people from the tree of mathematics, Birkhäuser (1986).)CrossRefGoogle Scholar
6. Publications de Stefan Banach, Colloq. Math. (Warsaw) 1 (2) (1948).Google Scholar
7. Banach, S. Oeuvres , Éditions scientifiques de Pologne (1967) (Banach’s Collected Works).Google Scholar
8. Ciesielski, K. Lost legends of Lvov 1: the Scottish Café, Mathematical Intelligencer 9 (Fall 1987) pp. 36–37.Google Scholar
9. Mauldin, R. D. (editor), The Scottish Book: mathematics from the Scottish Café, Birkhäuser (1981).Google Scholar
10. Feller, W., An introduction to probability theory and its applications, volume 1 (3rd edition), Wiley (1968) p. 167. (See also the discussion of 77F, Problem Corner, in the Gazette, March 1994.)Google Scholar
11. Ulam, S. M. Adventures of a mathematician, Scribners (1976).Google Scholar
12. Ciesielski, K. Lost legends of Lvov 2: Banach’s grave, Mathematical Intelligencer 10 (Winter 1988) pp. 50–51.CrossRefGoogle Scholar
13. Kuratowski, K. A half century of Polish mathematics remembrances and reflections, Pergamon Press (1980) p. 45.Google Scholar
14. Smart, D. R. Fixed point theorems, Cambridge University Press (1974).Google Scholar
15. Heuser, H. G. Functional analysis, Wiley (1982).Google Scholar
16. Holmes, R. E. Geometric functional analysis and its applications, Springer (1975).Google Scholar
17. Rudin, W. Real and complex analysis (2nd edition), McGraw-Hill (1974).Google Scholar
18. Rudin, W. Functional analysis, McGraw-Hill (1973).Google Scholar
19. Pryce, J. D. Basic methods of linear functional analysis, Hutchinson (1973).Google Scholar
20. Maddox, I. J. Elements of functional analysis, Cambridge University Press (1970).Google Scholar
21. Simmons, G. F. Introduction to topology and modern analysis, McGraw-Hill (1963).Google Scholar
22. Oxtoby, J. C. Measure and category (2nd edition), Springer (1980).Google Scholar
23. Kac, M. and Ulam, S. M. Mathematics and logic, Praeger, New York (1968).Google Scholar
24. Stromberg, K. The Banach-Tarski Paradox, American Mathematical Monthly 86 (1979) pp. 151–161.Google Scholar
25. Wagon, S. The Banach-Tarski Paradox, Cambridge University Press (1985).CrossRefGoogle Scholar
26. Kline, M. Mathematics: the loss of certainty, Oxford University Press (1980).Google Scholar
27. Kasner, E. and Newman, J. Mathematics and the imagination, Bell (1959).Google Scholar
28. Gribbin, J. The prescient power of mathematics, New Scientist of 22 January 1994 (p. 14).Google Scholar
29. Young, L. C. Mathematicians and their times, North Holland (1981).Google Scholar
30. Halmos, P. R. I want to be a mathematician. An automathography, Springer, New York (1985).Google Scholar
31. Gowers, W. T. A solution to Banach’s hyperplane problem, Bulletin of the London Mathematical Society 26 (1994) pp. 523–530.CrossRefGoogle Scholar