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)

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Contents of Volume XII. 
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On the complex of lines which meet a unicursal quartic curve 
Proc. Lond. Math. Soc., t. xvii. (1886), pp. 232—238 
On Briot and Bouquet's theory of the differential equation 
did 
dz)~° 
Proc. Lond. Math. Soc., t. xvm. (1887), pp. 314—324 
Note on a formula relating to the zero-value of a theta-function 
Crelle’s Journal der Mathem., t. c. (1887), pp. 87, 88 
Note on the theory of linear differential equations . 
Crelle’s Journal der Mathem., t. c. (1887), pp. 286—295 
Note on the theory of linear differential equations . 
Crelle’s Journal der Mathem., t. ci. (1887), pp. 209—213 
On Rudios inverse centro-surface ...... 
Quart. Math. Journ., t. xxii. (1887), pp. 156—158 
On midtiple algebra......... 
Quart. Math. Journ., t. xxii. (1887), pp. 270—308 
Note on Kiepert's L-equations, in the transformation of elliptic 
functions .......... 
Mathematische Annalen, t. xxx. (1887), pp. 75—77 
Note on the Jacobian sextic equation . . . . . 
Mathematische Annalen, t. xxx. (1887), pp. 78—84 
On the intersection of curves ....... 
Mathematische Annalen, t. xxx. (1887), pp. 85—90 
On the transformation of elliptic functions .... 
American Joxxrnal of Mathematics, t. ix. (1887), pp. 193—224 
On the transformation of elliptic functions (sequel) . 
American Journal of Mathematics, t. x. (1888), pp. 71—93 
A case of complex midtiplication with imaginary modulus 
arising out of the cubic transformation in elliptic functions 
Proc. Lond. Math. Soc., t. xix. (1888), pp. 300, 301 
On the finite number of the covariants of a binary quantic . 
Mathematische Annalen, t. xxxiv. (1889), pp. 319, 320 
System of equations for three circles ivhich cut each other 
at given angles ......... 
Messenger of Mathematics, t. xvii. (1888), pp. 18—21 
Note on the Legendrian coefficients of the second hind 
Messenger of Mathematics, t. xvii. (1888), pp. 21—23 
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