Book contents
- Frontmatter
- ADVERTISEMENT
- Contents
- CLASSIFICATION
- 159 On some Integral Transformations
- 160 On a Theorem relating to Reciprocal Triangles
- 161 A problem in Permutations
- 162 Two letters on Cubic Forms
- 163 On Hansen's Lunar Theory
- 164 On Gauss' Theory for the Attraction of Ellipsoids
- 165 On some Geometrical Theorems relating to a triangle circumscribed about a Conic
- 166 Note on the Homology of Sets
- 167 Apropos of Partitions
- 168 A demonstration of the Fundamental Property of Geodesic Lines
- 169 Eisenstein's Geometrical Proof of the Fundamental Theorem for Quadratic Residues (Translated from the Original Memoir, Crelle, t. XXVIII. (1844), with an addition by A. Cayley)
- 170 On Schellbach's Solution of Malfatti's Problem
- 171 Note on Mr Salmon's Equation of the Orthotomic Circle
- 172 Note on the Logic of Characteristics
- 173 On Laplace's Method for the Attraction of Ellipsoids
- 174 On the Oval of Descartes
- 175 On the Porism of the In-and-circumscribed Triangle
- 176 Note on Jacobi's Canonical Formulœ for Disturbed Motion in an Elliptic Orbit
- 177 Solution of a Mechanical Problem
- 178 On the à posteriori Demonstration of the Porism of the In-and-circumscribed Triangle
- 179 On certain Forms of the Equation of a Conic
- 180 Note on the Reduction of an Elliptic Orbit to a fixed plane
- 181 On Sir W. R. Hamilton's Method for the Problem of three or more Bodies
- 182 On Lagrange's Solution of the Problem of two fixed Centres
- 183 Note on Certain Systems of Circles
- 184 A Theorem relating to Surfaces of the Second Order
- 185 Note on the ‘Circular Relation’ of Prof. Möbius
- 186 On the determination of the value of a certain Determinant
- 187 On the Sums of Certain Series arising from the Equation x = u + tfx
- 188 On the Simultaneous Transformation of two Homogeneous Functions of the Second Order
- 189 Note on a formula in finite Differences
- 190 On the System of Conies which pass through the same four points
- 191 Note on the Expansion of the true Anomaly
- 192 On the Area of the Conic Section represented by the General Trilinear Equation of the Second Degree
- 193 On Rodrigues' Method for the Attraction of Ellipsoids
- 194 Note on the Theory of Attraction
- 195 Note on the Recent Progress of Theoretical Dynamics
- 196 Note sur un Problème d'Analyse Indéterminée
- 197 Note on the Theory of Logarithms
- 198 Note on a Result of Elimination
- 199 Note on the Theory of Elliptic Motion
- 200 On the Cones which pass through a given Curve of the Third Order in Space
- 201 Second Note on the Theory of Logarithms
- 202 Supplementary Remarks on the Porism of the In-and-circumscribed Triangle
- 203 On the Theory of the Analytical Forms called Trees
- 204 On a Problem in the Partition of Numbers
- 205 Note on the Summation of a Certain Factorial Expression
- 206 Note on a Theorem relating to the Rectangular Hyperbola
- 207 Analytical Solution of the Problem of Tactions
- 208 Note on the Equipotential Curve
- 209 A Demonstration of Sir W. R. Hamilton's Theorem of the Isochronism of the Circular Hodograph
- 210 On the Cubic Transformation of an Elliptic Function
- 211 On a Theorem relating to Hypergeometric Series
- 212 A Memoir on the Problem of Disturbed Elliptic Motion
- 213 On the Development of the Disturbing Function in the Lunar Theory
- 214 The First part of a Memoir on the Development of the Disturbing Function in the Lunar and Planetary Theories
- 215 A Supplementary Memoir on the Problem of Disturbed Elliptic Motion
- 216 Tables of the Development of Functions in the Theory of Elliptic Motion
- 217 A Memoir on the Problem of the Rotation of a solid Body
- 218 A Third Memoir on the Problem of Disturbed Elliptic Motion
- 219 On some formulœ relating to the Variation of the Plane of a Planet's Orbit
- 220 Note on a Theorem of Jacobi's in relation to the Problem of Three Bodies
- 221 On the Secular Acceleration of the Moon's Mean Motion
- 222 On Lambert's Theorem for Elliptic Motion
- Notes and References
170 - On Schellbach's Solution of Malfatti's Problem
Published online by Cambridge University Press: 07 October 2011
Book contents
- Frontmatter
- ADVERTISEMENT
- Contents
- CLASSIFICATION
- 159 On some Integral Transformations
- 160 On a Theorem relating to Reciprocal Triangles
- 161 A problem in Permutations
- 162 Two letters on Cubic Forms
- 163 On Hansen's Lunar Theory
- 164 On Gauss' Theory for the Attraction of Ellipsoids
- 165 On some Geometrical Theorems relating to a triangle circumscribed about a Conic
- 166 Note on the Homology of Sets
- 167 Apropos of Partitions
- 168 A demonstration of the Fundamental Property of Geodesic Lines
- 169 Eisenstein's Geometrical Proof of the Fundamental Theorem for Quadratic Residues (Translated from the Original Memoir, Crelle, t. XXVIII. (1844), with an addition by A. Cayley)
- 170 On Schellbach's Solution of Malfatti's Problem
- 171 Note on Mr Salmon's Equation of the Orthotomic Circle
- 172 Note on the Logic of Characteristics
- 173 On Laplace's Method for the Attraction of Ellipsoids
- 174 On the Oval of Descartes
- 175 On the Porism of the In-and-circumscribed Triangle
- 176 Note on Jacobi's Canonical Formulœ for Disturbed Motion in an Elliptic Orbit
- 177 Solution of a Mechanical Problem
- 178 On the à posteriori Demonstration of the Porism of the In-and-circumscribed Triangle
- 179 On certain Forms of the Equation of a Conic
- 180 Note on the Reduction of an Elliptic Orbit to a fixed plane
- 181 On Sir W. R. Hamilton's Method for the Problem of three or more Bodies
- 182 On Lagrange's Solution of the Problem of two fixed Centres
- 183 Note on Certain Systems of Circles
- 184 A Theorem relating to Surfaces of the Second Order
- 185 Note on the ‘Circular Relation’ of Prof. Möbius
- 186 On the determination of the value of a certain Determinant
- 187 On the Sums of Certain Series arising from the Equation x = u + tfx
- 188 On the Simultaneous Transformation of two Homogeneous Functions of the Second Order
- 189 Note on a formula in finite Differences
- 190 On the System of Conies which pass through the same four points
- 191 Note on the Expansion of the true Anomaly
- 192 On the Area of the Conic Section represented by the General Trilinear Equation of the Second Degree
- 193 On Rodrigues' Method for the Attraction of Ellipsoids
- 194 Note on the Theory of Attraction
- 195 Note on the Recent Progress of Theoretical Dynamics
- 196 Note sur un Problème d'Analyse Indéterminée
- 197 Note on the Theory of Logarithms
- 198 Note on a Result of Elimination
- 199 Note on the Theory of Elliptic Motion
- 200 On the Cones which pass through a given Curve of the Third Order in Space
- 201 Second Note on the Theory of Logarithms
- 202 Supplementary Remarks on the Porism of the In-and-circumscribed Triangle
- 203 On the Theory of the Analytical Forms called Trees
- 204 On a Problem in the Partition of Numbers
- 205 Note on the Summation of a Certain Factorial Expression
- 206 Note on a Theorem relating to the Rectangular Hyperbola
- 207 Analytical Solution of the Problem of Tactions
- 208 Note on the Equipotential Curve
- 209 A Demonstration of Sir W. R. Hamilton's Theorem of the Isochronism of the Circular Hodograph
- 210 On the Cubic Transformation of an Elliptic Function
- 211 On a Theorem relating to Hypergeometric Series
- 212 A Memoir on the Problem of Disturbed Elliptic Motion
- 213 On the Development of the Disturbing Function in the Lunar Theory
- 214 The First part of a Memoir on the Development of the Disturbing Function in the Lunar and Planetary Theories
- 215 A Supplementary Memoir on the Problem of Disturbed Elliptic Motion
- 216 Tables of the Development of Functions in the Theory of Elliptic Motion
- 217 A Memoir on the Problem of the Rotation of a solid Body
- 218 A Third Memoir on the Problem of Disturbed Elliptic Motion
- 219 On some formulœ relating to the Variation of the Plane of a Planet's Orbit
- 220 Note on a Theorem of Jacobi's in relation to the Problem of Three Bodies
- 221 On the Secular Acceleration of the Moon's Mean Motion
- 222 On Lambert's Theorem for Elliptic Motion
- Notes and References
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- The Collected Mathematical Papers , pp. 44 - 47Publisher: Cambridge University PressPrint publication year: 2009First published in: 1890