The Collected Mathematical Papers of Arthur Cayley, 7. sējumsJohnson Reprint Corporation, 1963 |
Saturs
On the Locus of the Foci of the Conics which pass through | 1 |
A Theorem on Differential Operators | 8 |
On the Geodesic Lines on an Oblate Spheroid | 15 |
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a₁ angles axis b₁ c₁ centre circle cnicnodes coefficients colatitude conic considered constants coordinates corresponding cos² covariants cubic curve cubic surface cuspidal denote determined dianodal surface directrix distance double points ellipse equation expression foregoing formula g₁ geodesic line given lines given nodes given points h₁ Hence hyperbola Jacobian linear functions locus longitude m₁ meet Memoir meridian nodal line nodes obtained octad orbit orbit-plane orbit-pole P₁ parabolic pass plane-pair Planogram positive principal system projection quadric cone quartic surface quintic r₁ R₂ radius rational transformation regard relation respectively scroll second figure second plane sextic sextic curve sin² skew cubic symmetroid taking tangent plane theorem theory three points trivector u₁ unicursal values variable vertex writing y₁ y²e² ye² ΦΩ