Full text: The collected mathematical papers of Arthur Cayley, Sc.D., F.R.S., late sadlerian professor of pure mathematics in the University of Cambridge (Supplementary volume)

Contents of Volume II. 
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114. 
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122. 
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128. 
Analytical Researches connected with Steiner’s Extension of 
Malfatti's Problem......... 
Phil. Trans, t. cxlii. (for 1852), pp. 253—278 
Note on the Porism of the In-and-circumscribed Polygon. 
Phil. Mag. t. vi. (1853), pp. 99—102 
Correction of two Theorems relating to the In-and-circum 
scribed Polygon ......... 
Phil. Mag. t. vi. (1853), pp. 376, 377 
Note on the Integral Jdx + J(m — x) {x + a) (x 4- b) (x + c) 
Phil. Mag. t. VI. (1853), pp. 103—105 
On the Harmonic Relation of two Lines or two Points 
Phil. Mag. t. vi. (1853), pp. 105—107 
On a Theorem for the Development of a Factorial . 
Phil. Mag. t. vi. (1853), pp. 182—185 
Note on a Generalisation of the Binomial Theorem . 
Phil. Mag. t. VI. (1853), p. 185 
Note on a Question in the Theory of Probabilities 
Phil. Mag. t. vi. (1853), p. 259 
On the Homographic Transformation of a Surface of the Second 
Order into itself ......... 
Phil. Mag. t. vi. (1853), pp. 326—333 
On the Geometrical Representation of an Abelian Integred 
Phil. Mag. t. vi. (1853), pp. 414—418 
On a Property of the Caustic by Refraction of the Circle 
Phil. Mag. t. vi. (1853), pp. 427—431 
Oil the Theory of Groups as depending on the Symbolical 
Equation 6 n = 1 . 
Phil. Mag. t. vii. (1854), pp. 40—47 
On the Theory of Groups as depending on the Symbolical 
Equation & 11 -- 1. Second Part ...... 
Phil. Mag. t. vii. (1854), pp. 408, 409 
On the Homographic Transformation of a Surface of the 
Second Order into itself ....... 
Phil. Mag. t. vii. (1854), pp. 208—212 : continuation of 122 
Developments on the Porism of the In-and-circumscribed Polygon 
Phil. Mag. t. vii. (1854), pp. 339—345 
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