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| Авторизация |
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| Поиск по указателям |
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| Ito K. — Encyclopedic Dictionary of Mathematics |
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| Предметный указатель |
Dirac delta function App. A Table
Dirac distribution 125.C
Dirac equation 377.C 415.G
Dirac field, free 377.C
Dirac hole theory 415.G
Dirac matrix 377.C
Dirac, Paul Adrien Maurice(1902-1984) 125.C 132.A 150.A 270.D 297.r 351.G 351.r 359.C 377.B 377.C 377.r App.A Table
Direct analytic continuation 198.G
Direct circle 78.D
Direct closed path 186.F
Direct decomposition (on a group) 190.L
Direct factor (of a direct product of sets) 381.E
Direct factor (of a group) 190.L
Direct image (of a sheaf) 383.G
Direct integral 308.G
Direct integral of unitary representations 437.H
Direct limit (of a direct system of sets) 210.B
Direct method 46.E 302.B
Direct path 186.F
Direct product (of a family of lattices) 243.C
Direct product (of a family of ordered sets) 311.F
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 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 of sets) 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 277.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 sets) 381.E
Direct system (of sets) 210.B
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 Wilczynski 110.B
Dirichlct, Peter Gustav Lejeune(1805-59) 14.D 14.U 84.D 98 119.r 120.A 120.F 121.A 123.D 159.B 160.B 164.B 165.A 165.r 182.A 193.F 234.C 242.A 261.C 267 295.D 296.A 296.B 323.C 323.E 334.C 338.Q 341.D 347.E 347.H 347.r 348.M 379.C 379.D 440.B 450.A 450.C 450.K App.A Table
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 of the type  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
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 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, fixed point of (of a stochastic process) 407.A
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  - 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 semisimple 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) 41 1.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
Distinct differentiable structures 114.B
Distinct 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 curve, cumulative 397.B
Distribution derivative 125.E
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 kernel 338.P
Distribution law, Maxwell — Boltzmann 402.B
Distribution polygon, cumulative 397.B
Distribution semigroup 378.F
Distribution(s) 125
Distribution(s) (of a vector bundle) 428.D
Distribution(s) (of random variables) 342.C
Distribution(s) (on a differentiable manifold) 125.R
Distribution(s) a posteriori 398.B
Distribution(s) a priori 398.B
Distribution(s) asymptotically normal 399.K
Distribution(s) beta 341.D App. Table
Distribution(s) Beurling generalized 125.U
Distribution(s) binomial 341.D 397.F App. Table
Distribution(s) bivariate 397.H
Distribution(s) capacity mass 338.K
Distribution(s) Cauchy 341.D App. Table
Distribution(s) chi-square 374.A App. Table
Distribution(s) conditional probability 342.E
Distribution(s) continuous 341.D
Distribution(s) converge in (a sequence of random variables) 342.D
Distribution(s) covariance 395.C
Distribution(s) cumulative 397.B
Distribution(s) Dirac 125.C
Distribution(s) Dirichlet 341.D App. Table
Distribution(s) double, potential of 338.A
Distribution(s) equilibrium mass 338.K
Distribution(s) equilibrium, Gibbs 136.C
Distribution(s) exponential 341.D App. Table
Distribution(s) F- 341.D374.B A Table
Distribution(s) fiducial 401.F
Distribution(s) finite-dimensional 407.A
Distribution(s) function, empirical 374.D
Distribution(s) gamma 341.D App. Table
Distribution(s) Gaussian 341.D
Distribution(s) geometric 341.D App. Table
Distribution(s) hypergeometric 341.D 397.F App. Table
Distribution(s) infinitely divisible 341.G
Distribution(s) initial 261.A
Distribution(s) initial law 406.D
Distribution(s) integrable 125.N
Distribution(s) invariant (of a Markov chain) 260.A
Distribution(s) invariant (second quantization) 377.C
Distribution(s) involutive (on a differentiable manifold) 428.D
Distribution(s) joint 342.C
Distribution(s) k-dimensional normal 341.D
Distribution(s) k-Erlang 260.H
Distribution(s) kth-ordei asymptotic 399.O
Distribution(s) L- 341.G
Distribution(s) lattice 341.D
Distribution(s) law, Maxwell — Boltzmann 402.B
Distribution(s) least favorable 400.B
Distribution(s) least favorable a priori 398.H
Distribution(s) limit 250.A
Distribution(s) logarithmic App. A Table
Distribution(s) logarithmic normal App. A Table
Distribution(s) marginal 342.C 397.H
Distribution(s) multidimensional hypergeometric App. A Table
Distribution(s) multidimensional normal App. A Table
Distribution(s) multinomial 341.D
Distribution(s) multiple hypergeometric 341.D
Distribution(s) multivariate normal 397.J
Distribution(s) n-dimensional 342.C
Distribution(s) n-dimensional probability 342.C
Distribution(s) negative binomial 341.D 397.F App. Table
Distribution(s) negative multinomial 341.D
Distribution(s) negative polynomial App. A Table
Distribution(s) noncentral chi-square 374.B
Distribution(s) noncentral F- 374.B
Distribution(s) noncentral t- 374.B
Distribution(s) noncentral Wishart 374.C
Distribution(s) normal 341.D 397.C App. Table
Distribution(s) of finite order 125.J
Distribution(s) of prime numbers 123
Distribution(s) of typical random variables App. A Table
Distribution(s) of values of functions of a complex variable 124
Distribution(s) one-dimensional probability, of a random variable 342.C
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