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Ito K. — Encyclopedic Dictionary of Mathematics

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Название: Encyclopedic Dictionary of Mathematics

Автор: Ito K.

Аннотация:

When the first edition of the Encyclopedic Dictionary of Mathematics appeared in 1977, it was immediately hailed as a landmark contribution to mathematics: "The standard reference for anyone who wants to get acquainted with any part of the mathematics of our time" (Jean Dieudonné, American Mathematical Monthly).

Язык:

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 2nd edition

Год издания: 1987

Количество страниц: 2120

Добавлена в каталог: 18.03.2009

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Предметный указатель

Transformation(s) Kelvin      193.B
Transformation(s) Laguerre      76.B
Transformation(s) Landen      134.B App. Table
Transformation(s) Legendre      82.A App. Table
Transformation(s) Lie (in circle geomtry)      76.C
Transformation(s) Lie line-sphere      76.C
Transformation(s) linear (= linear fractional)      74.E
Transformation(s) linear (of a linear space)      251.A 256.B
Transformation(s) linear (of a sequence)      379.L
Transformation(s) linear fractional      74.E
Transformation(s) local, local Lie group of      431.G
Transformation(s) local, local one-parameter group of      105.N
Transformation(s) locally quadratic (of a complex manifold)      72.H
Transformation(s) locally quadratic (of an algebraic surface)      15.G
Transformation(s) locally quadratic (of an algebraic variety)      16.K
Transformation(s) Lorentz      359.B
Transformation(s) loxodromic      74.F
Transformation(s) measurable (on a measure space)      136.B
Transformation(s) measure-preserving      136.B
Transformation(s) Moebius      74.E 76.A
Transformation(s) monoidal (by an ideal sheaf)      16.K
Transformation(s) monoidal (of a complex manifold)      72.H
Transformation(s) monoidal (of an analytic space)      23.D
Transformation(s) monoidal, with center W      16.K
Transformation(s) natural      52.J
Transformation(s) nonsingular (of a linear space)      256.B
Transformation(s) nonsingular (on a measure space)      136.B
Transformation(s) normal (of a sequence)      379.L
Transformation(s) of drift      406.B
Transformation(s) of local coordinates      90.D
Transformation(s) of the parameter      111.D
Transformation(s) one-parameter group of      105.N
Transformation(s) one-parameter group of class       126.B
Transformation(s) orthogonal      139.B 348.B
Transformation(s) orthogonal (over a noncommutative field)      60.O
Transformation(s) orthogonal (with respect to a quadratic form)      60.K
Transformation(s) orthogonal, around the subspace       139.B
Transformation(s) parabolic      74.F
Transformation(s) parity      359.B
Transformation(s) particular (of $\mathfrak{h}*_R$ )      248.R
Transformation(s) Picard — Lefschetz      16.U
Transformation(s) projective      343.D
Transformation(s) projective (of a Riemannian manifold)      367.F
Transformation(s) projective, group of      343.D
Transformation(s) pseudoconformal      344.A
Transformation(s) pseudogroup of (on a topological space)      90.D
Transformation(s) quadratic      16.I 16.K
Transformation(s) quantized contact      274.F
Transformation(s) regular (of a linear space)      256.B
Transformation(s) regular (of a sequence)      379.L
Transformation(s) regular projective      343.D
Transformation(s) Schwarz — Christoffel      77.D
Transformation(s) semilinear      256.P
Transformation(s) semiregular (of a sequence)      379.L
Transformation(s) shift      136.D
Transformation(s) singular projective      343.D
Transformation(s) singular projective, of the hth species      343.D
Transformation(s) superharmonic      261.F
Transformation(s) symplectic      60.L
Transformation(s) symplectic (over a noncummutative field)      60.O
Transformation(s) to an equilibrium system      82.D
Transformation(s) to principal axes      390.B
Transformation(s) totally regular (of a sequence)      379.L
Transformation(s) triangular (linear)      379.L
Transformation(s) unitary      348.F
Transformation(s) unitary (relative to an $\varepsilon$ -Hermitian form)      60.O
Transformation(s) weakly equivalent      136.F
Transgression (homomorphism of cohomology groups)      200.M
Transgression (in the spectral sequence of a fiber space)      148.E
Transgressive (element in the spectral sequence of a fiber space)      148.E
Transient (Levy process)      5.G
Transient (Markov chain)      260.B
Transient (Markov process)      261.B
Transient problem      322.D
Transition (of a Markov chain)      260.A 261.B
Transition function (of a fiber bundle)      147.B
Transition function (of a Markov chain)      260.A
Transition function (of a Markov process)      261.B
Transition function Feller      261.B
Transition matrix      126.J 260.A
Transition order-disorder      402.F
Transition phase      340.B
Transition point      254.F
Transition probability (in quantum mechanics)      351.B
Transition probability (of a diffusion process)      115.B
Transition probability (of a Markov chain)      260.A
Transition probability (of a Markov process)      261.A
Transition probability standard      260.F
Transitive (dynamical system)      126.I 126.J
Transitive (operation of a group)      362.B
Transitive (permutation representation)      362.B
Transitive (relation)      358.A
Transitive extension (of a permutation group)      151.H
Transitive fully (subgroup of an orthogonal group)      92.C
Transitive k- (permutation group)      151.H
Transitive k-ply (G-set)      362.B
Transitive k-ply (permutation group)      151.H
Transitive law (in an equivalence relation)      135.A
Transitive law (on ordering)      311.A
Transitive multiply (permutation group)      151.H
Transitive permutation group      151.H
Transitive simply (G-set)      362.B
Transitively (act on G-space)      431.A
Transitivity, system of (of a G-set)      362.B
Translation group (of a Lorentz group)      258.A
Translation number      18.B 18.D
Translation operator      306.C
Translation representation theorem      375.H
Translation theorem (in class field theory)      59.C
Translation(s) (in an affine space)      7.E
Translation(s) group of (of an affine space)      7.E
Translation(s) left      249.A 362.B
Translation(s) parallel      80.C 364.B
Translation(s) right      249.A 362.B
Translational flow      126.L 136.G
Translational flow, frequencies of      126.L 136.G
Transmission coefficient      387.D
Transmission rate      213.A
Transonic flow      205.B
Transonic similarity, von Karman      205.D
Transport coefficient      402.K
Transport equations      325.L
Transportation problem      255.C
Transpose (of a linear mapping)      256.G
Transpose (of a rational homomorphism)      3.E
Transposed integral equation      217.F
Transposed mapping (of a diffusion kernel)      338.N
Transposed mapping (of a linear mapping)      256.G
Transposed matrix      269.B
Transposed operator      112.E 189.C 322.E
Transposed representation      362.E
Transposition (in a symmetric group)      151.G
Transvection      60.O
Transversal (matroid)      66.H
Transversal field      136.G
Transversal flow      136.G
Transversal homoclinic point      126.J
Transversality condition      108.B
Transversality condition strong      126. J
Transversality theorem      105.L
Transversality, condition of (in calculus of variations)      46.B
Transverse (foliations)      154.H
Transverse (to a submanifold of a differentiable manifold)      105.L
Transverse axis (of a hyperbola)      78.C
Transverse electric waves      130.B
Transverse electromagnetic waves      130.B
Transverse invariant measure      154.H
Transverse magnetic waves      130.B
Transverse structure      154.H
Transverse to a foliation      154.B

Transverse wave      446
Transversely (intersect)      105.L
Transversely orientable      154.B
Trap (of a diffusion process)      115.B
Trap (of a Markov process)      261.B
Trapezoidal rule (of numerical integration)      299.A
Trapezoidal rule (of numerical solution of ordinary differential equations)      303.E
Traub, Joe Fred(1932-)      71.r 301.r
Treatment      102.B
Treatment combinations, number of      102.L
Treatment connected      102.B
Treatment contrast      102.C
Treatment effect      102.B
TREE      93.C 186.G
Tree co-      186.G
Tree code      213.E
Tree derivation      31.E
Tree representation      96.D
Tree spanning      186.G
Tree structure      96.D
Trefftz, Erich Immanuel(1888-1937)      46.F
Trefoil knot      235.C
Trellis code      213.E
Tremolieres, Raymond(1941-)      440.r
Trend      397.N
Treves, J.Francois(1930-)      112.D 112.L 125.r 274.I 286.Z 320.I 320.r 321.r 345.A 345.B 424.r
Triad      202.M
Triad homotopy exact sequence of      202.M
Triad homotopy group of      202.M
Trial path dependent, d- (response probability)      346.G
triangle      7.D 155.F 178.H
Triangle comparison theorem      178.A
Triangle geodesic      178.A
Triangle inequality      273.A
Triangle Pascal      330
Triangle plane      App. A Table
Triangle polar      78.J
Triangle Reuleaux      89.E 111.E
Triangle self-polar      78.J
Triangle solving a      432.A
Triangle spherical      432.B App. Table
Triangle test      346.E
Triangulable      65.A
Triangular (linear transformation)      379.L
Triangular element      304.C
Triangular factorization      302.B
Triangular matrix      269.B
Triangular matrix lower      269.B
Triangular matrix upper      269.B
Triangular number      4.D
Triangulated manifold      65.B
Triangulation      65.A 70.C
Triangulation -      114.C
Triangulation combinatorial      65.C
Triangulation combinatorial, problem      65.C
Triangulation finite      70.C
Triangulation, compatible with      114.C
Trick, Alexander’s      65.D
Triclinic (system)      92.E
Tricomi differential equation      326.C
Tricomi problem      326.C
Tricomi, Francesco Giacomo(1897-1978)      217.N 217.r 288.C 317.r 326.C 326.r
Tridiagonal matrix      298.D
Triebel, Hans(1936-)      168.r 224.r
Trigamma function      174.B
Trigg, G.L.      414.r
Trigonal (system)      92.E
Trigonometric function      131.E 432.A App. Table
Trigonometric function inverse      131.E
Trigonometric integral      160.A
Trigonometric interpolation polynomial      336.E
Trigonometric polynomial, generalized      18.B
Trigonometric series      159.A
Trigonometric series generalized      18.B
Trigonometric sum      4.C
Trigonometric system      159.A
Trigonometry      432 App. Table
Trigonometry plane      432.A
Trigonometry spherical      432.B
Trilinear coordinates      90.C
Trimmed mean, $\alpha$ -      371.H
Triple      20O.Q 200.L
Triple homotopy exact sequence of      202.L
Triple product, scalar, vector      442.C App. Table
Triplet, Gel’fand      424.T
Tripolar coordinates      90.C
Trisection of an angle      179.A
Tristram, Andrew G.      114.K
Trivalent map      157.B
Trivial (extension)      390.J
Trivial (knot)      65.D 235.A
Trivial bundle      147.E
Trivial fiber space, locally      148.B
Trivial K- (torus)      13.D
Trivial sheaf      383.D
Trivial solution (of a system of linear homogeneous equations)      269.M
Trivial topology      425.C
Trivial valuation      439.C 439.F
Trivialization (of a block bundle)      147.Q
Trivially (act on a G-space)      431.A
Trjitzinsky, Waldemar Joseph(1901-1973)      254.D 289.C 289.D 314.A
Trochoid      93.H
Tromba, Anthony J.(1943-)      275.C 275.r 286.D
Trotter product formula      351.F
Trotter, Hale Freeman(1931-)      235.C 351.F 378.E
Trubowitz, Eugene B.(1951-)      387.E
Trudinger, Neil Sidney(1942-)      364.H
TRUE      411.E
True anomaly      309.B
True value of a parameter      398.A
Truesdell, Clifford Ambrose T.(1919-)      389.B
Truncated Wightman function      150.D
Truncation error      138.B 303.B
Truncation error local      303.E
Truth definition      185.D
Truth function      411.E
Truth value (of a formula)      411.E
Trvch-Pohlmever, E.B.      402.G
Tschebyscheff      see Chebyshev
Tsen theorem      27.E 118.F
Tsen, Chung-Tze      27.E 118.F
Tsirel’son, B.S.      406.D
Tsu, Ch’ung-Chih(429-500)      57.A 332
Tsuboi, Takashi(1953-)      154.G
Tsuchiya, Nobuo(1950-)      154.G 154.H
Tsuda, Takao(1932-)      354.r
Tsuji, Masatsugu(1894-1960)      48.r 62.B 62.D 124.C 234.r 242.A 367.r 388.B
Tsuji, Tadashi(1946-)      384.B
Tsukada, Kazumi(1953-)      365.N 391.N
Tsukamoto, Tatsuo(1940-)      353.r
Tsukamoto, Yotaro(1932-74)      178.B
Tsushima, Ryuji(1952-)      32.r
Tsuzuku,Tosiro(1929-)      13.R
Tube      126.E
Tube regular      193.K
Tube vector      442.D
Tuboid      125.V
Tubular neighborhood      105.L 114.B 364.C
Tubular neighborhood open      105.L 114.B
Tubular neighborhood system, controlled      418.G
Tucker theorem on complementary slackness      255.B
Tucker theorem, Kuhn —      292.B
Tucker, Albert William(1905-)      173.r 255.B 255.E 292.A 292.B
Tugue, Tosiyuki(1926-)      22.C 81 356.G 356.r
Tukey, John Wilder(1915 )      34.r 87.r 142.D 142.r 304.r 371.A 371.r 397.r 421.C 421.r 425.X 425.r 436.r
Tumarkin, Lev Abramovich(1904-1974)      117.I
Tumura, Yosiro(1912-)      17.C 17.D 62.D
Tung, Chuan      57.A
Tuple, n-      256.A 381.B
Turan, Pal(Paul)(1910-1976)      123.D 123.r

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