Collected Mathematical Papers

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Chelsea, 1973 - Mathematics - 697 pages
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Contents

On the rotation of a rigid body 1
1
On recent discoveries in mechanical conver
7
On the plagiograph aliter the skew panti
26
On a ladys fan on parallel motion and
35
Sur les invariants fondamentauw de la forme
52
Sur une méthode algébrique pour obtenir
58
Address on Commemoration Day at Johns
72
On a generalization of Taylors theorem 8892
88
Note sur une propriété des équations dont
411
On the exact relation which resultants
426
Sur la loi de réciprocité dans la théorie
433
On a point in the theory of vulgar fractions 440445
440
Instantaneous proof of a theorem of
446
Preuve instantanée daprès la méthode
451
On the triangles in and exscribable to
474
Sur les eovariants irréductibles du quantic
481

On the limits to the order and degree
101
Sur la théorie des formes associées de MM
108
Proof of the hitherto undemonstrated funda
117
Sur les covariants fondamentauæ dun
127
Sur le vrai nombre des formes irréductibles
132
Sur les covariants irréductibles du quantic
140
On an application of the new atomic theory
148
88
163
Note on the theorem contained in Professor
207
Sur les actions mutuelles des formes invarian
218
On a rule for abbreviating the calculation
241
Note on continuants 249251
249
Sur une propriété arithmétique dune cer
252
Sur le vrai nombre des eovariantsfovulamen
258
American Journal of Mathematics 1879
264
On the complete system of the Grund
281
Tables of the generating functions
283
On certain ternary cubicform equations 312391
391
Tables of the generating functions
489
A demonstration of the impossibility of
510
On Tchebychefi s theory of the totality of
534
form of degorder 10 4 509529
557
Sur les puissances et les racines de substitu
562
On subinvariants that is semiinvariants
568
Tables of generating functions reduced
623
On a certain integrable class of difierential
633
On the geometrical forms called trees 640
640
On the 8square imaginaries 642
642
On mechanical involution I 651
651
On the fundamental theorem in the
658
On Dr F Franhlins proof of Eulers
664
On the number of fractions in their lowest
672
Proof of a wellknown development of
677
Note on the graphical method in partitions
683
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