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)

56 
Contents of Volume XI. 
PAGE 
733. On a formula of elimination . . . . . . . 100 
Proc. Loncl. Math. Soc., t. xi. (1880), pp. 139—141 
734. On the kinematics of a plane ....... 103 
Quart. Math. Journ., t. xvi. (1879), pp. 1—8 
735. Note on the theory of apsidal surfaces . . . . . Ill 
Quart. Math. Journ., t. xvi. (1879), pp. 109—112 
736. Application of the Newton-Fourier method to an imaginary 
root of an equation . . . . . . . . 114 
Quart. Math. Journ., t. xvi. (1879), pp. 179—185 
737. On a covariant formula . . . . . . . . 122 
Quart. Math. Journ., t. xvi. (1879), pp. 224—226 
738. Note on a hyper geometric series . . . . . . 125 
Quart. Math. Journ., t. xvi. (1879), pp. 268—270 
739. Note on the octahedron function . . . . . . 128 
Quart. Math. Journ., t. xvi. (1879), pp. 280, 281 
740. On certain algebraical identities . . . . . . 130 
Quart. Math. Journ., t. xvi. (1879), pp. 281, 282 
741. On a theorem of Abel's relating to a quintic equation . . 132 
Camb. Phil. Soc. Proc., t. hi. (1880), pp. 155—159 
742. On the transformation of coordinates . . . . . 136 
Camb. Phil. Soc. Proc., t. hi. (1880), pp. 178—184 
743. On the Neivton-Fourier problem . . . . . . 143 
Camb. Phil. Soc. Proc., t. m. (1880), pp. 231, 232 
744. Table of A m 0 ?i II (m) up to m — n — 20 . . . . . 144 
Camb. Phil. Trans., t. xm. (1883), pp. 1—4 
745. On the Schwarzian derivative, and the polyhedral functions . 148 
Camb. Phil. Trans., t. xm. (1883), pp. 5—68 
# 746. Higher Plane Curves . . . . . . . . 217 
Salmon’s Higher Plane Curves, (3rd ed., 1879), Preface 
747. Note on the degenerate forms of curves . . . . . 218 
Salmon’s Higher Plane Curves, (3rd ed., 1879), pp. 383—385 
748. On the bitangents of a quartic. . . . . . . 221 
Salmon’s Higher Plane Curves, (3rd ed., 1879), pp. 387—389 
# 749. Solid Geometry. ......... 224 
Salmon’s Treatise on the analytic geometry of three dimensions, 
(3rd ed., 1874), Preface
	        
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