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)

77 
ARBELON—BABINET. 
Arbelon : the term, xn, 57. 
Arbitrary Constants : in mechanical problems, hi, 161—5, 200. 
Arbogast, L. : method of derivations, II, 257, iv, 265—71, 272—5, 60.9, xi, 55, 358—60 ; rule of, vili, 
471, xm, 267. 
Archimedes : and statics, xi, 446 ; theorem for surface of cylinder, xn, 56—7. 
Argand, R. : imaginaries in plane geometry, xn, 460, 46S. 
Arithmetic : in Greece, xi, 446 ; Gauss’s work, xi, 544. 
Arndt, F. : mathematical tables, vm, 51—5, ix, 490—1. 
Aronhold, S. H. : ternary cubic, n, 325, hi, 48, iv, 325—30 ; on lambdaic of binary quartics, n, 550 ; 
hyperdeterminants, n, 598—601; ineunts, iv, 419; intersection of line and conic, v, 501—4; bi 
tangents of quartic curve, vn, 125; construction of a conic, vn, 593; integration formula, x, 12—4; 
concomitants of ternary cubic, xi, 342; Abelian function, xn, 157; quadric integral, xn, 162—4, 
164—7 ; cubic transformation, xn, 173—9. 
Arrangements : theory of permutations, i, 423—4 ; triads of seven and fifteen things, i, 481—4, 589, 
v, 95—7 ; of numbers, x, 570 ; latin squares, xm, 55—7 ; (see also Combinatory Analysis, Per 
mutations, Substitutions). 
Art ; Cayley’s love and practice of, vnr, xxiv ; and algebra, xm, 48. 
Askwith, E. H. : substitutions, xm, 117, 133, 141, 145. 
Associative : the term, xn, 461. 
Associative Algebra: xii, 303. 
Associative Imaginaries : xii, 105—6. 
Asteroids : Newcomb on orbits, ix, 176—7. 
Astronomy : Cayley’s work, vm, xliii ; origin of, xi, 446—7 ; Gauss’s work, xi, 545 ; transformation of 
coordinates, xi, 575; Sylvester’s work, xm, 47. 
Asymptotes : of algebraic curves, i, 46. 
Asymptotic : the term, xm, 232. 
Asyzygetic : covariants and invariants, n, 250; the term, vi, 460—1, vn, 336. 
Atomic Theory : Sylvester’s work in, xm, 47. 
Attraction and Multiple Integrals : i, 5—12, 13—8, 195—203, 204—6, 285—9, 362—3, 508—10, 586 ; and 
theorem of Boole, i, 384—7, 588; and theorem of Jellett, i, 388—91. 
Attraction of Ellipsoids: i, 432—4, 511—18, vn, 380—3; Gauss’s method, hi, 25—8, 149—53; Laplace’s, 
m, 53—65, 567 ; Rodrigues’, ill, 149—53. 
Attractions : theory, n, 35—9, hi, 154—5, xi, 44S ; of terminated straight line, vn, 31—3 ; of ellipsoidal 
shell on exterior point, ix, 302—11; of lens-shaped body, x, 594. 
Augmented Equation : xii, 453. 
Ausdehnungslehre : Grassmann, xii, 480—9. 
Automorphic Transformation: iv, 416, v, 439; of binary cubic function, xi, 411—6. 
Autopolar Polyhedra: iv, 185. 
Auxesis : xi, 79, 81. 
Auxiliars : the term, vi, 156; application to quintics, vi, 186—7. 
Auxiliary Equations (see Equations). 
Axial Systems : of polyhedra, v, 529—39. 
Axiom : twelfth of Euclid, xi, 435, xii, 220. 
Axis : of inertia, iv, 559—66 ; cubic surfaces and kinds of, vi, 367 ; transformation of equation of surface 
to chief axes, ix, 48—51 ; radical, xi, 465. 
Axonometry: ix, 508—18. 
Babbage, C. : homographic function, n, 494 ; matrices, xi, 252. 
Babinet, J. : representation of hemisphere, vm, 539.
	        
Waiting...

Note to user

Dear user,

In response to current developments in the web technology used by the Goobi viewer, the software no longer supports your browser.

Please use one of the following browsers to display this page correctly.

Thank you.