Ito K. — Encyclopedic Dictionary of Mathematics. Vol. 2 :: Электронная библиотека попечительского совета мехмата МГУ

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Ito K. — Encyclopedic Dictionary of Mathematics. Vol. 2

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Название: Encyclopedic Dictionary of Mathematics. Vol. 2

Автор: Ito K.

Аннотация:

This second edition of the widely acclaimed Encyclopedic Dictionary of Mathematice includes 70 new articles, with an increased emphasis on applied mathematics, expanded explanations and appendices, and a reorganization of topics.

Язык:

Рубрика: Математика/Энциклопедии/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: Second Edition

Год издания: 1993

Количество страниц: 999

Добавлена в каталог: 23.04.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID

Предметный указатель

Direct product (of a family of sets)      381.E
Direct product (of a family of topological groups)      423.C
Direct product (of a family of topological spaces)      425.K
Direct product (of algebras)      29.A
Direct product (of distributions)      125.K
Direct product (of G-sets)      362.B
Direct product (of groups)      190.L
Direct product (of Lie groups)      249.H
Direct product (of mappings)      381.C
Direct product (of measurable transformations)      136.D
Direct product (of modules)      277.F
Direct product (of objects of a category)      52.E
Direct product (of rings)      368.E
Direct product (of sets)      381.B
Direct product (of sheaves)      383.I
Direct product decomposition      190.L
Direct product dual      422.H
Direct product restricted (of an infinite number of groups)      190.L
Direct product restricted (of locally compact groups)      6.B
Direct product semi-(of groups)      190.N
Direct set, increasing      308.A
Direct sum (of a family of ordered sets)      311.F
Direct sum (of a family ofsets)      381.E
Direct sum (of a mutually disjoint family of sets)      381.D
Direct sum (of an infinite number of groups)      190.L
Direct sum (of G-sets)      362.B
Direct sum (of Hilbert spaces)      197.E
Direct sum (of ideals of a ring)      368.F
Direct sum (of Lie algebras)      248.A
Direct sum (of linear representations)      362.C
Direct sum (of linear spaces)      256.F
Direct sum (of modules)      277.B F
Direct sum (of quadratic forms)      348.E
Direct sum (of sheaves)      383.I
Direct sum (of topological groups)      423.C
Direct sum (of two objects)      52.E
Direct sum (of unitary representations)      437.G
Direct sum integral      308.G
Direct sum topological (of topological spaces.)      425.M
Direct summand (of a direct sum of sei.s)      381.E
Direct transcendental singularity      198.P
Directed family      165.D
Directed graph      186.B
Directed set      311.D
Direction asymptotic      111.H
Direction Borel (of a meromorphic function)      272.F
Direction Julia (of a transcendental entire function)      429.C
Direction positive (in a curvilinear integral)      198.B
Direction principal (of a surface)      111.H
Direction ratio (of a line in an affine space)      7.F
Directional derivative      106.G
Directrix (of an ellipse)      78.B
Directrix (of an ellipse) of Wilczynski      110.B
Directsystem(ofsets)      210.B
Dirichlet algebra      164.B
Dirichlet algebra weak*      164.G
Dirichlet character      295.D
Dirichlet discontinuous factor      App. A Table
Dirichlet distribution      341.D App. Table
Dirichlet divisor problem      242.A
Dirichlet domain      120.A
Dirichlet drawer principle      182.F
Dirichlet form      261.C
Dirichlet form regular      261.C
Dirichlet function      84.D 221.A
Dirichlet functional      334.C
Dirichlet integral (in Fourier’s single integral theorem)      160.B
Dirichlet integral (in the Dirichlet problem)      120.F
Dirichlet kernel      159.B
Dirichlet L-function      450.C
Dirichlet principle      120.A 323.C
Dirichlet problem      120 293.F 323.C
Dirichlet problem with obstacle      440.B
Dirichlet region      234.C
Dirichlet series      121.A
Dirichlet series ofthetype $\{\lambda\}$       121.A
Dirichlet series ordinary      121.A
Dirichlet space      338.Q
Dirichlet test (on Abel partial summation)      379.D
Dirichlet test (on the convergence of Fourier series)      159.B
Dirichlet theorem (of absolute convergence)      379.C
Dirichlet theorem (on the distribution of primes in arithmetical progression)      123.D
Dirichlet unit theorem      14.D
Dirichlet, P.G.L.      119
Dirichlet, Peter Gustav Lejeune      14.D U F r B E H r D C K Table
Dirth and      260.G
Discharge of double negation      411.I
Discharging      157.D
Disconnected metric space, totally      79.D
Disconnected, extremely      37.M
Discontinuity at most of the first kind      84.B
Discontinuity fixed point of (of a stochastic process)      407.A
Discontinuity formula      146.C 386.C
Discontinuity of the first kind      84.B
Discontinuity point      84.B
Discontinuity point of the first kind      84.B
Discontinuity point of the second kind      84.B
Discontinuity region of      234.A
Discontinuous distribution, purely      341.D
Discontinuous factor, Dirichlet      App. A Table
Discontinuous groups      122
Discontinuous groups of the first kind      122.B
Discontinuous transformation group      122.A
Discontinuous transformation group properly      122.A
Discontinuum, Cantor      79.D
Discrete -flow      126.B
Discrete covering      425.R
Discrete covering $\sigma$ -      425.R
Discrete dynamical system of class       126.B
Discrete flow      126.B
Discrete flow of class       126.B
Discrete Fourier Transform      142.D
Discrete mathematics      66.A
Discrete memoryless channels      213.F
Discrete metric space      273.B
Discrete semiflow      126.B
Discrete semiflow of class       126.B
Discrete series (of unitary representations of a simple Lie group)      437.X
Discrete series, principal      258.C
Discrete set      425.O
Discrete spectrum      136.E 390.E
Discrete spectrum quasi-      136.E
Discrete topological space      425.C
Discrete topology      425.C
Discrete uniformity      436.D
Discrete valuation      439.E
Discrete valuation ring      439.E
Discrete variable method      303.A
Discrete von Neumann algebra      308.E
Discretization error      303.B
Discriminant (of a binary quadratic form)      348.M
Discriminant (of a curve of the second order)      78.I
Discriminant (of a family of curves)      93.I
Discriminant (of a quadratic form)      348.A
Discriminant (of a simple ring)      27.B
Discriminant (of an algebraic equation)      337.J
Discriminant (of an algebraic number field)      14.B
Discriminant function, linear      280.I
Discriminant fundamental      295.D
Discriminant relative      14.J
Discriminant theorem, Dedekind      14.J
Disintegration      270.L
Disjoint family, mutually (of sets)      381.D
Disjoint sets      381.B
Disjoint sum      381.B
Disjoint union      381.B
Disjoint union of a mutually disjoint family of sets      381.D
Disjoint unitary representations      437.C
Disjunction (of propositions)      411.B
Disjunctive cuts      215.C

Disjunctive programming      264.C
Disk      140
Disk algebra      164.B
Disk circular      140
Disk n-      140
Disk open      140
Disk open n-      140
Disk theorem (on meromorphic functions)      272.J
Disk unit      140
dispersion      397.C
Dispersion relations      132.C
Dispersive (flow)      126.E
Dispersive (linear operator)      286.Y
Dispersive wave      446
Displacement electric      130.A
Displacement parallel (of a tangent vector space)      80.H 364.B
Displacement parallel, along a curve      80.C
Dissection, Farey      4.B
Dissipative (operator)      251.J 286.C
Dissipative (operator)maximal      251.J
Dissipative part (of a state space)      260.B
Distance (in a metric space)      273.B
Distance (in Euclidean geometry)      139.E
Distance Euclidean      139.E
Distance extremal      143.B
Distance Frechet (between surfaces)      246.I
Distance function      273.B
Distance function pseudo-      273.B
Distance Hamming      63.B 136.E
Distance Levy      341.F
Distance Mahalanobis generalized      280.E
Distance non-Euclidean (in a Klein model)      285.C
Distance optical      180.A
Distance perihelion      309.B
Distance reduced extremal      143.B
Distinet differentiable structures      114.B
Distinet system of parameters      284.D
Distinguishable, finitely (hypothesis)      400.K
Distinguished basis, strongly      418.F
Distinguished pseudopolynomial      21.E
Distortion function, rate      213.E
Distortion inequalities      438.B
Distortion measure      213.E
Distortion theorem      438.B
Distributed asymptotically      374.D
Distributed uniformly      182.H
Distribution (of a vector bundle)      428.D
Distribution (of random variables)      342.C
Distribution (on a differentiable manifold)      125.R
Distribution a posteriori      398.B
Distribution a priori      398.B
Distribution asymptotically normal      399.K
Distribution beta      341.D App. Table
Distribution Beurling generalized      125.U
Distribution binomial      341.D 397.F App. Table
Distribution bivariate      397.H
Distribution capacity mass      338.K
Distribution Cauchy      341.D App. Table
Distribution chi-square      374.A App. Table
Distribution conditional probability      342.E
Distribution continuous      341.D
Distribution converge in (a sequence of random variables)      342.D
Distribution covariance      395.C
Distribution cumulative      397.B
Distribution derivative      125.E
Distribution Dirac      125.C
Distribution Dirichlet      341.D App. Table
Distribution distribution curve, cumulative      397.B
Distribution double, potential of      338.A
Distribution entropy of a      403.B
Distribution equilibrium mass      338.K
Distribution equilibrium, Gibbs      136.C
Distribution exponential      341.D App. Table
Distribution exponential family of      396.G
Distribution F-      341.D 374.B App. Table
Distribution fiducial      401.F
Distribution finite-dimensional      407.A
Distribution function      168.B 341.B 342.C
Distribution function cumulative      341.B 342.C
Distribution function empirical      250.F 396.C
Distribution function n-dimensional      342.C
Distribution function symmetric      341.H
Distribution function unimodal      341.H
Distribution function, empirical      374.D
Distribution gamma      341.D App. Table
Distribution Gaussian      341.D
Distribution geometric      341.D App. Table
Distribution hypergeometric      341.D 397.F App. Table
Distribution infinitely divisible      341.G
Distribution initial      261.A
Distribution initial law      406.D
Distribution integrable      125.N
Distribution invariant (of a Markov chain)      260.A
Distribution invariant (second quantization)      377.C
Distribution involutive (on a differentiable manifold)      428.D
Distribution joint      342.C
Distribution k-dimensional normal      341.D
Distribution k-Erlang      260.H
Distribution kernel      338.P
Distribution kth-order asymptotic      399.O
Distribution L-      341.G
Distribution lattice      341.D
Distribution law, Maxwell — Boltzmann      402.B
Distribution least favorable      400.B
Distribution least favorable a priori      398.H
Distribution limit      250.A
Distribution logarithmic      App. A Table
Distribution logarithmic normal      App. A Table
Distribution marginal      342.C 397.H
Distribution multidimensional hypergeometric      App. A Table
Distribution multidimensional norma      App. A Table
Distribution multinomial      341.D
Distribution multiple hypergeometric      341.D
Distribution multivariate normal      397.J
Distribution n-dimensional      342.C
Distribution n-dimensional probability      342.C
Distribution negative binomial      341.D 397.F App. Table
Distribution negative multinomial      341.D
Distribution negative polynomial      App. A Table
Distribution noncentral chi-square      374.B
Distribution noncentral F-      374.B
Distribution noncentral t-      374.B
Distribution noncentral Wishart      374.C
Distribution normal      341.D 397.C App. Table
Distribution of finite order      125J
Distribution of prime numbers      123
Distribution of typical random variables      App. A Table
Distribution of values of functions of a complex variable      124
Distribution one-dimensional probability, of a andom variable      342.C
Distribution one-side stable for exponent 1/2      App. A Table
Distribution operator-valued      150.D
Distribution p-dimensional noncentral Wishart      374.C
Distribution Pearson      397.D
Distribution pluriharmonic      21.C
Distribution Poisson      341.D 397.F App. Table
Distribution polygon, cumulative      397.B
Distribution polynomial      App. A Table
Distribution population      396.B 401.F
Distribution positive      125.C
Distribution posterior      401.B 403.G
Distribution predictive      403.G
Distribution prior      401.B 403.G
Distribution probability      342.B App. Table
Distribution probability, of a random variable      342.C
Distribution purely discontinuous      341.D
Distribution quasistable      341.G
Distribution random      395.H 407.C
Distribution random, in the wider sense      395.C 407.C
Distribution random, with independent values it every point      407.C
Distribution rapidly decreasing      125.O

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