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| Ito K. — Encyclopedic Dictionary of Mathematics |
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| Предметный указатель |
System involutive see System involutory
System involutory (of differential forms) 428.F
System involutory (of nonlinear equations) 428.C
System involutory (of partial differential equations of first order) 324.D
System involutory (of partial differential equations) 428.F
System irreducible linear 16.N
System lattice spin 402.G
System linear (on an algebraic variety) 16.N
System linear dynamical 86.B
System linear structural equation 128.C
System linear time-varying 86.B
System local coordinate (of a manifold) 105.C
System local coordinate (of a topological space) 90.D
System local coordinate, holomorphic 72.A
System local, of groups (over a topological space) 201.R
System mathematical (for a structure) 409.B
System maximal independent (of an additive group) 2.E
System neighborhood 425.B
System null (in projective geometry) 343.D
System number, point range of (in projective geometry) 343.C
System of axioms 35.B
System of closed sets 425.B
System of differential equations of Maurer — Cartan 249.R
System of differential operators 112.R
System of equations 10.A
System of functional differential equations 163.E
System of fundamental solutions (of a system of linear homogeneous equations) 269.M
System of generators (of a A-module) 277.D
System of gravitational units 414.B
System of hyperbolic differential equations (in the sense of Petrovskii) 325.G
System of linear differential equations of first order 252.G
System of linear equations 269.M
System of linear homogeneous equations 269.M
System of notations (for ordinal numbers) 81.B
System of open sets 425.B
System of ordinary differential equations 313.B
System of orthogonal functions App. A Table
System of orthogonal polynomials 317.D
System of parameters 284.D
System of partial differential equations of order l (on a differentiable manifold) 428.F
System of Pfaffian equations 428.A
System of resultants 369.E
System of simultaneous differential equations App. A Table
System of Suslin 22.B
System of total differential equations 428.A
System of transitivity (of a G-set) 362.B
System of units 414.A
System operating 75.C
System orthogonal (of a Hilbert space) 197.C
System orthogonal (of functions) 317.A
System overdetermined (of differential operators) 112.R
System overdetermined (of partial differential equations) 320.F
System partial de Rham 274.G
System passive orthonomic (of partial differential equations) 428.B
System peripheral 235.B
System polar (in projective geometry) 343.D
System Postnikov (of a CW complex) 148.D
System process 405.F
System projective (in a category) 210.D
System projective (of sets) 210.B
System projective, of groups 210.C
System projective, of topological groups 423.K
System projective, of topological spaces 210.C
System quotient (of an algebraic system) 409.C
System Rademacher, of orthogonal functions 317.C
System reduced residue 297.G
System reducible linear 16.N
System regular, of parameters 284.D
System root (in a vector space over  ) 13.J
System root (of a symmetric Riemann space) 413.F
System self-adjoint, of differential equations 252.K
System simple holonomic 274.H
System simulation 385.A
System symmetric positive (of differential operators) 112.S
System symmetric positive (of first-order linear partial differential equations) 326.D
System Tits 13.R 151.J 343.I
System trigonometric 159. A
System two-bin 227
System underdetermined (of differential operators) 112.R
System underdetermined (of partial differential equations) 320.F
System uniform covering 436.D
System uniform family of neighborhoods 436.D
System uniform neighborhood 436.D
System unisolvent (of functions) 336.B
System very ample linear 16.N
System Walsh, of orthogonal functions 317.C
Syzygy 369.F
Syzygy first 369.F
Syzygy rth 369.F
Syzygy theorem, Hilbert 369.F
Syzygy theory 200.K 369.F
Sz.—Nagy(Szekefalvi-Nagy), Bela(1913-) 68.r 197.r 251.N 251.r 390.r
Sz.—Nagy—Foias model 251.N
Szabo, Arpad(1913-) 187.r
Szankowski.Andrzej(1945-) 37.L
Szasz, Otto(1884-1952) 121.B
Szczarba, Robert H.(1932-) 114.K
Szebehely, Victor G.(1921-) 420.r
Szego, Giorgio P. 86.r 108.r 126.r
Szegoe kernel function 188.H
Szegoe, Gabor(1895-1985) 20.r 48.D 48.r 164.G 188.H 222.r 228.B 228.r 317.r 322.r 336.I 389.r
Szemeredi theorem, ergodic 136.C
Szemeredi, Endre 136.C
Szmielew, Wanda(1918-1976) 97.B
Szpilrajn, Edward 117.G
Szpiro, Lucien(1941-) 16.Y 118.E
T-bound 331.B
T-bounded 331.B
T-compact 68.F 331.B
t-distribution 341.D 374.B App. Table
t-distribution noncentral 374.B
T-operator 375.C
T-positivity 150.F
T-set 308.I
t-statistic 374.B
T-summable (series) 379.L
t-test 400.G
Tabata, Masahisa(1947-) 304.D
Table analysis-of-variance 400.H
Table contingency 397.K 400.K
Table difference 223.C
Table k-way contingency 397.K
Table look-up 96.C
Table Pade 142.E
Tableau, simplex 255.C
Tachibana, Shun-ichi(1926-) 110.E
Tai, Yung-Sheng(1944-) 16.r
Tail  -algebra 342.G
Tail event 342.G
Tait algorithm 157.C
Tait coloring 157.C
Tait, Peter Guthrie(1831-1901) 157.C 235.A
Takagi, Ryoichi(1943~) 365.I 365.K 365.L
Takagi, Teiji 415
Takagi, Teiji(1875-1960) 14.L 14.O 14.R 14.U 59.A 73.A 73.r 196 267 297.I 336.A 348.M 415 450.E App.B Tables II
Takahara, Yositane(c.17th century) 230
Takahashi, Hidetoshi(1915-1985) 142.D 299.r
Takahashi, Moto-o(1941-) 156.E 411.J 411.r
Takahashi, Reiji(1927-) 437.BB
Takahashi, Shuichi(1928-) 362.K
Takahashi, Tsunero(1933) 275.F 365.I 365.K 365.L
Takahasi, Yositoki(1764-1804) 230
Takano, Kinsaku(1915-1958) 213.F
Takano, Kyoichi(1943-) 428.r
Takasawa Yoshimitsu(1942-) 299 B
Takasu, Satoru(1931-) 200.K
Takebe, Katahiro(1664-1739) 230 332
Takeno, Hyoitiro(1910-) 434.r
Takenouchi, Osamu(1925-) 437.E
Takenouchi, Tanzo(1887-1945) 73.A 134.r
| Takens, Floris(1940-) 126.A 126.L 126.M 126.r 433.B 433.r
Takesaki theory, Tomita — 308.H
Takesaki, duality theorem of 308.J
Takesaki, Masamichi(1933-) 36.r 308.H 308.I 308.J
Takeuchi, Kei(1933-) 128.C 128.r 346.r 371.A 371.H 373.r 399.K 399.O 400.r
Takeuchi, Masaru(1932-) 365.I 365.L 365.N 365.O 384.E 384.r
Takeuchi, Mitsuhiro(1947-) 203.r
Takeuti, Gaisi(1926-) 33.r 81.D 156.E 156.r 356.G 356.r 411.J 411.r
Takhtadzhan(Takhtajan), Leon Armenovich 387.G
Tall, Franklin D.(1944-) 273.K
Talman, James Davis(1931-) 389.r
Talmi, Igal 353.r
Tamagawa number (of an algebraic group) 13.P
Tamagawa zeta function 450.L
Tamagawa, Tsuneo(1925-) 6.F 13.P 13.r 59.H 118.C 122.F 348.K 450.A 450.H 450.K 450.L
Tamano product theorem 425.X
Tamano, Hisahiro(1928-1969) 425.X
Tamarkin, Jacob David(1888-1945) 160.E 240.r 341.r
Tame (knot) 235.A
Tamura, Itiro(1926-) 114.B 114.F 154.B 154.H
Tamura, Jiro(1920-) 124.C 367.F
Tamura, Ryoji(1920-81) 371.C
tan (=tangent) 131.E
Tanabe, Hiroki(1932-) 378.I
Tanabe, Kunio(1943-) 302.r
Tanaka embedding 384.D
Tanaka, Chuji(1916-) 121.B 121.C
Tanaka, Hiroshi(1932-) 41.C 261.r 340.r 406.D
Tanaka, Hisao(1928-) 22.C 22.F
Tanaka, Jun-ichi(1949-) 164.H
Tanaka, Makoto(1942-) 437.r
Tanaka, Minoru(1909-) 295.E
Tanaka, Minoru(l949-) 279.r
Tanaka, Noboru(1930-) 21.P 80.r 191.r 344.B 364.F 365.F 384.D 384.r
Tanaka, Shigeru(1942-) 136.C
Tanaka, Shunichi(1938-) 287.C
Tanaka, Yosizane(1651-1719) 230
Tandori, Karoly(1925-) 317.B
Tangent 432.A
Tangent (of pressure) 402.G
Tangent asymptotic 110.B
Tangent bundle (of a Banach manifold) 286.K
Tangent bundle (of a differentiable manifold) 105.H 147.F
Tangent bundle (of a foliation) 154.B
Tangent Darboux 110.B
Tangent hyperbolic 131.F
Tangent hyperplane (of a quadric hypersurface) 343.E
Tangent line 93.G 111.C 111.F App. Table
Tangent line oriented 76.B
Tangent orthogonal n-frame bundle 364.A
Tangent PL microbundle 147.P
Tangent plane 111.H App. Table
Tangent r-frame bundle 147.F
Tangent r-frame(s) 105.H
Tangent r-frame(s), bundle of 105.H
Tangent space 105.H
Tangent sphere bundle, unit 126.L
Tangent surface 111.F
Tangent vector 105.H
Tangent vector bundle 105.H 147.F
Tangent vector holomorphic 72.A
Tangent vector of type (0,1) 72.C
Tangent vector of type (1,0) 72.C
Tangent vector space 105.H
Tangent, law of App. A Table
Tangential polar coordinates 90.C
Tangential sphere bundle 274.E
Tangential stress 271.G
Tangora, Martin Charles(1936-) 64.r
Tanh (hyperbolic tangent) 131.F
Tani, Atsusi(1946-) 204.F
Taniyama — Weil conjecture 450.S
Taniyama, Yutaka(1927-1958) 3.M 73.B 450.F 450.S
Tannaka duality theorem 69.D 249.U
Tannaka, Tadao(1908-1986) 59.D 69.D 249.U
Tannery, Paul(1843-1904) 144.r 187.r
Tanno, Shukichi(1937-) 110.E 364.F 364.G 365.L 391.C 391.E 391.N
Target (of a jet) 105.X
Target variable 264
Tarski, Alfred(1902-83) 22.G 33.r 97.B 97.r 156.r 185.D 185.r 276.D
Tartaglia, Niccolo(1500-57) 360
Tartakovskii, Vladimir Abramovich 4.E 161.B
Tashiro, Yoshihiro(1926-) 364.F 364.G
Tate cohomology 200.N
Tate conjecture 450.S
Tate theorem 59.H
Tate — Shafarevich group 118.D
Tate, John Torrence(1925-) 3.C 3.M 3.N 3.r 6.E 6.F 6.r 28.r 59.H 118.D 118.E 118.r 200.K 200.N 257.r 450.F 450.G 450.L 450.N 450.P 450.Q 450.S 450.r
Tatsuuma, Nobuhiko(1930-) 437.K
Tatuzawa, Tikao(1915-) 4.F 4.r 123.E 450.r
Tauber theorem 339.B
Tauber, Alfred(1866-1942?) 36.L 121.D 160.G 192.F 339.B 379.N
Tauberian theorem 121.D 339.B
Tauberian theorem generalized 36.L 160.G
Tauberian theorem generalized, of Wiener 192.D
Tauberian type, theorem of 339.B
Taubes, Clifford Henry(1955-) 150.r
Tautochrone 93.H
Tautological line bundle 16.E
Tautology 411.E
Taylor expansion (of a holomorphic function of one variable) 339.A
Taylor expansion (of an analytic function of many variables) 21.B
Taylor expansion and remainder App. A Table
Taylor expansion formal 58.C
Taylor formula App. A Table
Taylor formula(for a function of many variables) 106.J
Taylor formula(for a function of one variable) 106.E
Taylor John R. 375 r
Taylor series 339.A
Taylor theorem (in a Banach space) 286.F
Taylor, Angus Ellis(1911-) 106.r 216.r
Taylor, Brook(1685-1731) 20 21.B 58.C 106.E 106.J 286.F 339.A App.A Table
Taylor, Howard Milton(1937-) 260.r
Taylor, James Henry(1893-?) 152.C
Taylor, John Clayton(1930-) 132.r
Taylor, Joseph L. 36.M 36.r
Taylor, Michael E. 345.A
Taylor, Samuel James(1929-) 45.r
Taylor, Sir Geoffrey Ingram(1886-1975) 205.E 433.A 433.C
Taylor, Thomas D. 304.r
TCP invariance 386.B
TCP operator 150.D
TCP symmetry 386.B
TCP theorem 386.B
te Riele, H.J.J. 297.D
TE wave 130.B
TE waves 130.B
Technique, program evaluation and review 376
Teichmueller mapping 352.C
Teichmueller metric 416
Teichmueller space 416
Teichmueller space universal 416
Teichmueller, Oswald(1913-43) 9.J 43.E 77.E 352.A 352.C 416 438.B
Teissier, Bernard(1945-) 16.Z 418.r
Teixeira, Francisco Gomes 93.r
Telegraph equation 325.A App. Table
TEM wave 130.B
Temam, Roger(1940-) 204.B 204.D 304.r
Temperature (of states) 419.A
Temperature absolute 419.A
Tempered distribution 125.N
Temporally homogeneous (additive process) 5.B
Temporally homogeneous (Markov process) 261.A
Tennenbaum, Stanley(1927-) 33.F 33.r
Tension 281.B
Tension field 195.B
Tension modulus of elasticity in 271.G
Tensor algebra (on a linear space) 256.K
Tensor algebra contravariant 256.K
Tensor alternating 256.N
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