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

Euler — Poincare class universal      56.B
Euler — Poincare formula      201.B F
Euler, L.      141
Euler, Leonhard      4.C 16.E 20 38 46.A B F E G r C D F F N B F E H E Tables 14.I Tables 6.IV
Evaluable (locally convex space)      424.I
Evaluation and review technique program      376
Evans theorem      48.E
Evans — Selberg theorem      48.E 338.H
Evans, Griffith Conrad      48.E 120.D 338.H
Even element (of a Clifford algebra)      61.B
Even function      165.B
Even half-spin representation      61.E
Even half-spinor      61.E
Even permutation      151G
Even state      415.H
Even-oddness conservation laws      150.D
Evens, Leonard      200.M
Event commutativity      346.G
Event complementary      342.B
Event delayed recurrent      260.C
Event elementary      342.B
Event exclusive      342.B
Event horizon      359.D
Event impossible      342.B
Event independent      342.B
Event inferior limit      342.B
Event intersection of      342.B
Event measurable      342.B
Event probability of an      342.B
Event product      342.B
Event random      342.B
Event recurrent      250.D 260.C
Event space of elementary      342.B
Event sum      342.B
Event superior limit      342.B
Event sure      342.B
Event symmetric      342.G
Event tail      342.B
Event with probability      1342.B
Event(s)      281.D 342.B
Everett formula (for functions of two variables)      App. A Table
Everett interpolation formula      App. A Table
Everett, J.D.      223.C App. A Table
Everywhere almost      270.D 342.D
Everywhere nearly      338.F
Everywhere quasi-      338.F
Evolute (of a curve)      111.E
Evolution equation      378
Evolution operator      378.G
Evolution operator holomorphic      378.I
Ewens, Warren J.      263.r
Exact (additive covariant functor)      200.I
Exact (differential on a Riemann surface)      367.H
Exact (endomorphism)      136.E
Exact (in Galois cohomology)      172.J
Exact (in sheaf theory)      383.C
Exact differential equation      App. A Table
Exact differential form      105.Q
Exact functor      52.N
Exact half-      200.I
Exact left-      200.I
Exact right-      200.I
Exact sampling theory      401.F
Exact sequence (of A-homomorphisms of A-modules)      277.E
Exact sequence (R, S)- (of modules)      200.K
Exact sequence cohomology      201.L
Exact sequence fundamental (on cohomology groups)      200.M
Exact sequence Gysin (of a fiber space)      148.E
Exact sequence homology (for simplicial complexes)      201.L
Exact sequence homology (of a fiber space)      148.E
Exact sequence homotopy      202.L
Exact sequence homotopy (of a fiber space)      148.D
Exact sequence homotopy (of a triad)      202.M
Exact sequence homotopy (of a triple)      202.L
Exact sequence Mayer — Vietoris (for a proper triple)      201.C
Exact sequence of cohomology      200.F
Exact sequence of Ext      200.G
Exact sequence of homology      200.C
Exact sequence of Tor      200.D
Exact sequence Puppe      202.G
Exact sequence reduced homology      201.F
Exact sequence relative Mayer — Vietoris      201.L
Exact sequence short      200.I
Exact sequence Wang (of a fiber space)      148.E
Exceptional (Jordan algebra)      231.A
Exceptional (leaf)      154.D
Exceptional compact real simple Lie algebra      248.T
Exceptional compact simple Lie group      249.L
Exceptional complex simple Lie algebra      248.S
Exceptional complex simple Lie group      249.M
Exceptional curve      15.G
Exceptional curve of the first kind      15.G
Exceptional curve of the second kind      15.G
Exceptional function, Julia      272.F
Exceptional orbit      431.C
Exceptional sets      192.R
Exceptional value (of a transcendental entire function)      429.B
Exceptional value Borel      272.E
Exceptional value Nevanlinna      272.E
Exceptional value Picard      272.E
Excess      178.H App. Table
Excess coefficient of      341.H 396.C
Excess spherical      432.B
Excess total      178.H
Excessive $\alpha$ -      261.D
Excessive (function)      260.D 261.D
Excessive measure      261.F
Exchange      420.D
Exchange of stability      286.T
Excision isomorphism      201.F L
Excluded middle, law of      156.C 411.L
Exclusive events      342.B
Exhaustion      178.F
Existence theorem (for ordinary differential equations)      316.C
Existence theorem (in class field theory)      59.C
Existence theorem Cartan — Kahler      191.I 428.E
Existence theorem Cauchy      320.B
Existence theorem Cauchy — Kovalevskaya      321.A
Existential proposition      411.B
Existential quantifier      411.C
exit      281.C
Exit boundary (of a diffusion process)      115.B
Exit boundary point      260.I
Exit time      261.B
Exogenous variable      128.C
Exotic sphere      114.B
Exp A(exponential function of matrix A)      269.H
Exp x      131.D
expansion      65.C
Expansion $\varepsilon$ -      361.C
Expansion asymptotic      30.A App. Table
Expansion asymptotic (of a pseudodifferential operator)      345.A
Expansion coefficient      317.A
Expansion Cornish — Fisher      374.F
Expansion Edgeworth      374.F
Expansion formula, q-      134.I
Expansion Laurent      198.D
Expansion method      205.B
Expansion method of matched asymptotic      112.B
Expansion Minakshisundaram — Pleijel asymptotic      391.B
Expansion orthogonal      317.A
Expansion partial wave      375.E 386.B
Expansion Taylor (of a holomorphic function)      339.A
Expansion Taylor (of an analytic function of several variables)      21.B
Expansion Taylor, and remainder      App. A Table
Expansion Taylor, formal      58.C
Expansion theorem      306.B
Expansion theorem Hilbert — Schmidt      217.H
Expansion theorem Laplace (on determinants)      103.D
Expansive      126.J

Expectation      115.B 342.C
Expectation conditional      342.E
Expectation mathematical      341.B
Expectation value (of an operator)      351.B
Expected amount of inspection      404.C
Expected value (of a random variable)      342.C
Experiment - factorial      102.H
Experiment factorial      102.H
Experiment statistical      398.G
Experiment(s) design of      102
Experimental analysis      385.A
Experimentation model      385.A
Explanatory variable      403.D
Explicit (difference equation in a multistep method)      303.E
Explicit (Runge — Kutta method)      303.D
Explicit function      165.C
Explicit method      303.E
Explicit reciprocity laws      14.R
Explicit scheme      304.F
Exploratory procedures      397.Q
Exploring a response surface, designs for      102.M
Explosion time      406.D
Explosion, $\Omega$ -      126.J
Exponent (of a finite group)      362.G
Exponent (of a Kummer extension)      172.F
Exponent (of a power)      131.B
Exponent (of a regular singular point)      254.C
Exponent (of a stable distribution)      341.G
Exponent (of an Abelian extension)      172.F
Exponent (of an algebra class)      29.E
Exponent characteristic (of a variational equation)      394.C
Exponent characteristic (of an autonomous linear system)      163.F
Exponent characteristic (of the Hill differential equation)      268.B
Exponent conjugate      168.C
Exponent critical      111.C
Exponent integral      167.D
Exponent of convergence      429.B
Exponent of the stable process      5.F
Exponent one-sided stable process of      5.F
Exponent subordinator of      5.F
Exponential curve      93.H
Exponential dichotomy      290.B
Exponential distribution      341.D App. Table
Exponential distribution two-sided      App. A Table
Exponential family of distributions      396.G
Exponential formula      286.X
Exponential formula double      299.B
Exponential function      131.D
Exponential function of an operator      306.C
Exponential function with the base a      131.B
Exponential generating function      177.A
Exponential group      437.U
Exponential Hilbert space      377.D
Exponential integral      167.D App. Table
Exponential lattice      287.A
Exponential law (on cardinal numbers)      49.C
Exponential mapping (of a Lie algebra into a Lie group)      249.Q
Exponential mapping (of a Riemannian manifold)      178.A 364.C
Exponential method, Borel      379.0
Exponential series      131.D
Exponential valuation      439.B
Exponential valuation $\mathfrak p$ -adic      439.F
Exponentially decreasing Fourier hyperfunction      125.BB
Exponentially decreasing real analytic function      125.BB
Exponentially stable      163.G 394.B
Exposed, strongly      443.H
Expression field of rational      337.H
Expression rational      337.H
Ext      200.G
Ext exact sequence of      200.G
Ext groups      200.G
Extended Dynkin diagram      App. A Table
Extended hypergeometric function, Barnes      206.C
Extended real number      87.E
Extension $\Gamma$ -      14.L
Extension $\mathbf Z_l$ -      14.L
Extension $\mathfrak p$ -adic      439.F
Extension (of a connection)      80.F
Extension (of a field)      149.B
Extension (of a fractional ideal)      14.I
Extension (of a group)      190.N
Extension (of a mapping)      381.C
Extension (of a solution of an ordinary differential equation)      316.C
Extension (of a valuation)      439.B
Extension (of an ideal of compact operators)      36.J 390.J
Extension (of an isomorphism of subfields)      149.D
Extension (of an operator)      251.B
Extension (of modules)      200.K
Extension Abelian(of a field)      172.B
Extension algebra      200.L
Extension algebraic (of a field)      149.E
Extension Artin — Schreier (of a field)      172.F
Extension basic $\mathbf Z_l$ -      14.L
Extension central (of a group)      190.N
Extension cone      65.D
Extension cyclic (of a field)      172.B
Extension cyclotomic $\mathbf Z_l$ -      14.L
Extension elementary      276.D
Extension field      149.B
Extension field Picard — Vessiot      113
Extension field strongly normal      113
Extension finite      149.F
Extension Friedrichs      112.I 251.E
Extension Galois      172.B
Extension group      200.M
Extension inseparable (of a field)      149.H
Extension Kummer (of a field)      172.F
Extension Lebesgue      270.D
Extension linear (of a rational mapping to an Abelian variety)      9.E
Extension maximal Abelian      257.F
Extension maximal separable (of a field)      149.H
Extension natural (of an endomorphism)      136.E
Extension normal      149.G 251.K
Extension of the coefficient ring      29.A
Extension p-(of a field)      59.F
Extension purely inseparable (of a field)      149.H
Extension Pythagorean (of a field)      155.C
Extension regular (of a field)      149.K
Extension scalar (of a linear representation)      362.F
Extension scalar (of an A-module)      277.L
Extension scalar (of an algebra)      29.A
Extension separable (of a field)      149.H K
Extension separably generated (of a field)      149.K
Extension simple (of a field)      149.D
Extension split (of a group)      190.N
Extension strong (of a differential operator)      112.E F
Extension theorem first (in the theory of obstructions)      305.B
Extension theorem Hahn — Banach      37.F
Extension theorem Hopf (in measure)      270.E
Extension theorem Kolmogorov      341.I
Extension theorem second (in the theory of obstructions)      305.C
Extension theorem third (in the theory of obstructions)      305.C
Extension theorem Tietze      425.Q
Extension theorem Whitney      168.B
Extension transcendental      149.E
Extension transitive (of a permutation group)      151.H
Extension unramified      14.I 257.D
Extension weak (of a differential operator)      112.E F
Extensionality, axiom of (in axiomatic set theory)      33.B
Extensive thermodynamical quantity      419.A
Exterior (of a polygon)      155.F
Exterior (of a segment)      155.B
Exterior (of a subset)      425.N
Exterior (of an angle)      155.B
Exterior algebra (of a linear space)      256.O
Exterior capacity, Newtonian      48.H
Exterior derivative (of a differential form)      105.Q
Exterior differential form of degree r      105.Q
Exterior field equation      359
Exterior point (of a subset)      425.N

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