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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

Topology projective      424.R
Topology quotient      425.L
Topology relative      425.J
Topology S- (on a linear space)      424.K
Topology Sazonov      341.J
Topology set-theoretic      426
Topology smaller      425.H
Topology strong (on a class of measures)      338.E
Topology strong (on a direct product space)      425.K
Topology strong (on a normed space)      37.E
Topology strong (on a topological linear space)      424.K
Topology strong operator      251.C
Topology stronger      425.H
Topology subbase for a      425.F
Topology topology $\pi$ (on the tensor product of locally convex spaces)      424.R
Topology trivial      425.C
Topology uniform      436.C
Topology uniform operator      251.C
Topology uniformizable      436.H
Topology vague (on a class of measures)      338.E
Topology weak $C^\infty$       279.C
Topology weak (in a cell complex)      70.D
Topology weak (on a class of measures)      338.E
Topology weak (on a direct product space)      425.K
Topology weak (on a direct sum)      425.M
Topology weak (on a locally convex space)      424.H
Topology weak (on a normed linear space)      37.E
Topology weak operator      251.C
Topology weak* (on a locally convex space)      424.H
Topology weak* (on a normed space)      37.E
Topology weak, relative to the pairing <E,F>      424.H
Topology weaker      425.H
Topology Zariski (of a spectrum)      16.D
Topology Zariski (of a variety)      16.A
Topology, base for a      425.F
Toponogov, Viktor Andreevich      178.A 178.F
Topp, L.J.      304.r
Tops0e, Flemming(1938-)      22.r
Tor      200.D
Tor groups      200.D
Tor, exact sequence of      200.D
Torelli theorem      9.E 9.J 11.C
Torelli, R.(1884-1915)      9.E 9.J 11
Torgerson, Warren S.      346.E 346.r
Toric variety      16.Z
Torii,Tatsuo(1934-)      301.C
torn Dieck, Tammo      431.E 431.r
Toroidal coordinates      App. A Table
Toroidal embedding      16.Z
Toroidal subgroup, maximal (of a compact Lie group)      248.X
Torsion (of a curve of class )      111.D
Torsion A-module      277.D
Torsion Abelian group      2.A
Torsion Abelian group bounded      2.F
Torsion affine      110.C
Torsion analytic      391.M
Torsion coefficients (of a complex)      201.B
Torsion conformal      110.D
Torsion element (of an A-module)      277.D
Torsion form      80.H
Torsion group      2.A
Torsion group (of a complex)      201.B
Torsion product (in a category)      200.K
Torsion product (of A-modules)      200.D
Torsion radius of (of a space curve)      111.F
Torsion subgroup (of an Abelian group)      2.C
Torsion subgroup maximal      2.A
Torsion tensor      App. A Table
Torsion tensor (of an affine connection)      80.J 80.L 417.B
Torsion tensor(of a Frechet manifold)      286.L
Torsion tensor(of an almost contact structure)      110.E
Torsion Whitehead      65.C
Torsion-free A-module      277.D
Torsion-free Abelian group      2.A
Torus (algebraic group)      13.D
Torus (compact group)      422.E
Torus (surface)      111.I 410.B
Torus algebraic      13.D
Torus Clifford      275.F
Torus complex      3.H
Torus embedding      16.Z
Torus function      App. A Table
Torus generalized Clifford      275.F
Torus group      422.E
Torus invariant      126.L
Torus K-split      13.D
Torus K-trivial      13.D
Torus maximal (of a compact Lie group)      248.X
Torus maximal K-split      13.Q
Torus n-      422.E
Total (set of functions)      317.A
Total boundary operator      200.E
Total Chern class      56.C
Total cross section      386.B
Total curvature (of a space curve)      111.F
Total curvature (of a surface)      111.H App. Table
Total curvature (of an immersion)      365.O
Total curvature Gaussian      111.H
Total degree      200.J
Total differential (of a complex)      200.H
Total differential (of a function)      106.G
Total differential (on a Riemann surface)      367.H
Total differential equation(s)      428 App. Table
Total differential equation(s), system of      428.A
Total elastic cross section      386.B
Total energy      271.C
Total excess      178.H
Total Gaussian curvature (of a surface)      111.H
Total isotropy, index of (with respect to a quadratic form)      348.E
Total matrix algebra      269.B
Total mean curvature      365.O
Total monodromy group      418.F
Total ordering      311.A
Total Pontryagin class      56.D
Total quotients, ring of      67.G
Total space (of a fiber bundle)      147.B
Total space (of a fiber space)      148.B
Total Stiefel — Whitney class      56.B
Total transform (of a subvariety)      16.I
Total variation (of a function)      166.B
Total variation (of a mapping from a plane into a plane)      246.H
Total variation (of a set function)      380.B
Total variation (of a vector measure)      443.G
Totally bounded (metric space)      273.B
Totally bounded (subset of a metric space)      273.B
Totally bounded (subset of a uniform space)      436.H
Totally bounded (uniform space)      436.H
Totally bounded locally      436.H
Totally definite quaternion algebra      27.D
Totally degenerate (group)      234.B
Totally differentiable (complex function)      21.C
Totally differentiable (real function)      106.G
Totally disconnected (topological space)      79.D
Totally geodesic submanifold      365.D
Totally imaginary field      14.F
Totally isotropic (subspace)      60.O 348.E
Totally ordered additive group      439.B
Totally ordered group      243.G
Totally ordered set      311.A
Totally positive (element)      14.G
Totally real field      14.F
Totally real immersion      365.M
Totally real submanifold      365.M
Totally regular transformation (of a sequence)      379.L
Totally singular (subspace) (with respect to a quadratic form)      348.E
Totally umbilical submanifold      365.D
Totally unimodular      186.G
Totoki, Haruo(1934-)      136.D 395.r
Tower, class field (problem)      59.F
Trace (in a von Neumann algebra)      308.D

Trace (of a linear system of an algebraic surface)      15.C
Trace (of a matrix)      269.F
Trace (of a nuclear operator)      68.L
Trace (of an algebraic element)      149.J
Trace (of an element of a general Cayley algebra)      54
Trace class      68.I
Trace form, $\varepsilon$ -      60.O
Trace formula (on unitary representations)      437.DD
Trace norm      68.I
Trace operator      168.B
Trace reduced (of an algebra)      362.E
Traced, $\beta$ -      126.J
Tracing property, pseudo-orbit      126.J
Tractrix      93.H
Traffic intensity      260.H
Trajectory      126.B 126.C
Trajectory negative half-      126.D
Trajectory orthogonal      193.J
Trajectory positive half-      126.D
Transcendence basis (of a field extension)      149.K
Transcendence basis, separating (of field extension)      149.K
Transcendence degree (of a field extension)      149.K
Transcendency, degree of (of a field extension)      149.K
Transcendental curve      93.H
Transcendental element (of a field)      149.E
Transcendental entire functions      429
Transcendental extension      149.E
Transcendental extension purely      149.K
Transcendental function higher      389.A
Transcendental function of Painleve      288.C
Transcendental meromorphic function      272.A
Transcendental numbers      430
Transcendental singularity (of an analytic function in the wider sense), direct, indirect      198.P
Transfer (in group theory)      190.O
Transfer function      86.D
Transfer function matrix      86.B
Transferrer of constant lengths      155.G
Transfinite cardinal number      49.A
Transfinite diameter      48.D
Transfinite induction (in a well-ordered set)      311.C
Transfinite induction definition by      311.C
Transfinite initial ordinal number      49.E
Transfinite logical choice function      411.J
Transfinite ordinal number      312.B
Transform (of a sequence by a linear transformation)      379.L
Transform Cauchy (of a measure)      164.J
Transform Cayley (of a closed symmetric operator)      251.I
Transform discrete Fourier      142.D
Transform fast Fourier      142.D
Transform Fourier      160 App. Table
Transform Fourier (in topological Abelian groups)      36.L 192.I
Transform Fourier (of a distribution)      125.O
Transform Fourier cosine      160.C App. Table
Transform Fourier sine      160.C App. Table
Transform Fourier — Bessel      39.D
Transform Fourier — Laplace      192.F
Transform Fourier — Stieltjes      192ДO
Transform Fourier, generalized      220.B
Transform Fourier, inverse (of a distribution)      125.O
Transform Fourier, spherical      437.Z
Transform Gel’fand      36.E
Transform Hankel      220.B
Transform Hilbert      160.D 220.E
Transform integral      220
Transform inverse (of an integral transform)      220.A
Transform Klein      150.D
Transform kth      160.F
Transform Laplace      240 App. Table
Transform Laplace — Stieltjes      240.A
Transform Legendre      419.C
Transform Mellin      220.C
Transform proper (of a subvariety)      16.I
Transform Radon      218.F
Transform Radon, conjugate      218.F
Transform real monoidal      274.E
Transform Riesz      251.O
Transform Stieltjes      220.D
Transform total (of a subvariety)      16.I
Transform Watson      160.C 220.B
Transformable, polynomially      71.E
Transformation formula (for the generating function of the number of partitions)      328
Transformation formula (for theta series)      348.L
Transformation formula (of a theta function)      3.I
Transformation formula Schwarz — Christoffel      77.D
Transformation group(s)      431 App. Table
Transformation group(s) (of a set)      431.A
Transformation group(s) covering      91.A
Transformation group(s) differentiable      431.C
Transformation group(s) discontinuous      122.A
Transformation group(s) free discontinuous      122.A
Transformation group(s) Lie      431.C
Transformation group(s) Moebius      76.A
Transformation group(s) orthogonal      60.I
Transformation group(s) orthogonal (over a field with respect to a quadratic form)      60.K
Transformation group(s) properly discontinuous      122.A
Transformation group(s) symplectic      60.L
Transformation group(s) topological      431.A
Transformation group(s) unitary      60.F
Transformation parameter      396.I
Transformation problem (in a finitely presented group)      161.B
Transformation space (of an algebraic group)      13.G
Transformation(s)      381.C
Transformation(s) $\mathbf{BRS}$       150.G
Transformation(s) (on a measure space)      136.D
Transformation(s) affine      7.E
Transformation(s) affine (of a manifold with an affine connection)      80.J
Transformation(s) affine (of a Riemannian manifold)      364.F
Transformation(s) affine, group of      7.E
Transformation(s) affine, proper      7.E
Transformation(s) affine, regular      7.E
Transformation(s) Ampere      82.A
Transformation(s) angular      374.D
Transformation(s) arc sine      374.D
Transformation(s) bimeasurable (on a measure space)      136.B
Transformation(s) birational      16.I
Transformation(s) by a multiplicative functional (in a Markov process)      261.F
Transformation(s) by drift      261.F
Transformation(s) canonical      82.B 271.F
Transformation(s) canonical, group of      271.F
Transformation(s) Cayley (of a matrix)      269.J
Transformation(s) chain (between complexes)      200.H
Transformation(s) conformal      80.P 364.F
Transformation(s) congruent (in Euclidean geometry)      139.B
Transformation(s) congruent, group of      285.C
Transformation(s) contact      82 App. Table
Transformation(s) coordinate (of a fiber bundle)      147.B
Transformation(s) coordinate (of a locally free $\mathcal{O}$ -Module)      16.E
Transformation(s) covering      91.A 367.B
Transformation(s) Cremona      16.I
Transformation(s) elliptic      74.F
Transformation(s) entire linear      74.E
Transformation(s) equilong      76.B
Transformation(s) ergodic (on a measure space)      136.B
Transformation(s) Euler (of infinite series)      379.I
Transformation(s) factor (of a measure preserving transformation)      136.D
Transformation(s) Fisher z-      374.D
Transformation(s) Galilei      359.C
Transformation(s) gauge (in a lattice spin system)      402.G
Transformation(s) gauge (in electromagnetism)      130.A
Transformation(s) gauge (in unified field theory)      343.B
Transformation(s) gauge (of a principal fiber bundle)      80.Q
Transformation(s) gauge, of the first kind      150.B
Transformation(s) Gauss      App. A Table
Transformation(s) Givens      302.E
Transformation(s) Householder      302.E
Transformation(s) hyperbolic      74.F
Transformation(s) infinitesimal (of a Lie transformation group)      431.G
Transformation(s) infinitesimal (of a one-parameter group of transformations)      105.N
Transformation(s) inner (in the sense of Stoi’low)      367.B
Transformation(s) Jacobi imaginary      134.I App. Table

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