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

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Предметный указатель

Algebraic function field $\zeta$ -function of      450.P
Algebraic function field in n variable      149.K
Algebraic function field over k of dimension 1      9.D
Algebraic function field over k of transcendence degree 1      19.D
Algebraic fundamental group      16.U
Algebraic geometry      12.A
Algebraic group variety      13.B
Algebraic groups      13
Algebraic groups absolutely simple      13.U
Algebraic groups affine      13.A
Algebraic groups almost simple      13.U
Algebraic groups connected      13A
Algebraic groups isogenous      13.A
Algebraic groups k-almost simple      15.O
Algebraic groups k-anisotropic      13.G
Algebraic groups k-compact      13.G
Algebraic groups k-isotropic      13.G
Algebraic groups k-quasisplit      13.O
Algebraic groups k-simple      13.O
Algebraic groups k-solvable      13.F
Algebraic groups k-split      13.N
Algebraic groups linear      13.A
Algebraic groups nilpotent      13.F
Algebraic groups reductive      13.I
Algebraic groups semisimple      13.I
Algebraic groups simple      13.L
Algebraic groups solvable      13.F
Algebraic groups unipotent      13.E
Algebraic homotopy group      16.U
Algebraic integer      14.A
Algebraic K-theory      237.J
Algebraic K-theory higher      237.J
Algebraic Lie algebra      13.C
Algebraic linear functional      424.B
Algebraic multiplicity (of an eigenvalue)      309.B
Algebraic number      14.A
Algebraic number fields      14
Algebraic number fields relative      14.I
Algebraic pencil      15.C
Algebraic point (over a field)      369.C
Algebraic scheme      16.D
Algebraic sheaf, coherent      16.E 72.F
Algebraic singularity (of an analytic function)      198.M
Algebraic solution (of an algebraic equation)      10.D
Algebraic space      16.W
Algebraic subgroup      13.A
Algebraic surfaces      15
Algebraic system in the wider sense      409.B
Algebraic system of r equations      10
Algebraic topology      426
Algebraic torus      13.D
Algebraic varieties      16 16.C
Algebraic varieties abstract      16.C
Algebraic varieties affine      16.A
Algebraic varieties complex      16.T
Algebraic varieties normal      16.F
Algebraic varieties product      16.A
Algebraic varieties projective      16.A
Algebraic varieties quasi-affine      16.C
Algebraic varieties quasiprojective      16.C
Algebraically closed (in a field)      149.I
Algebraically closed field      149.I
Algebraically closed field quasi-      118.F
Algebraically dependent (on a family of elements of a field)      149.K
Algebraically dependent elements (of a ring)      369.A
Algebraically equivalent cycles      16.R
Algebraically equivalent to 0 (a divisor on an algebraic variety)      16.P
Algebraically independent (over a field)      149.K
Algebraically independent elements (of a ring)      369.A
Algebraically simple eigenvalue      390.E
Algebroidal function entire      17.B
Algebroidal function k-valued      17.A
Algebroidal function(s)      17
Algorithm      97 356.C
Algorithm composite simplex      255.F
Algorithm division      297.A
Algorithm division (of polynomials)      337.C
Algorithm dual simplex      255.F
Algorithm euclidean      297.A
Algorithm Euclidean (of polynomials)      337.D
Algorithm fractional cutting plane      215.B
Algorithm greedy      66.G
Algorithm heuristic      215.E
Algorithm partitioning      215.E
Algorithm primal-dual      255.F
Algorithm variable-step variable-order (VSVO)      303.E
Algorithm VSVO      303.E
Aliases      102.I
Alignment chart      19.D
Alinhac, Serge      345.A
All-integer      215.B
All-integer algorithm      215.B
All-integer programming problem      215.A
Allard, William Kenneth      275.G
Allendoerfer, Carl Bennett      109 365.E
Allied series (of a trigonometric series)      159.A
Allocation process, multistage      127.A
Allocation, optimum      373.E
Allowed homomorphism (between A-modules)      277.E
Allowed submodule      277.C
Almgren, Frederick Justin, Jr.      275.A F G r
Almost all      342.B
Almost all points of a variety      16.A
Almost certainly converge      342.D
Almost certainly occur      342.B
Almost complex manifold      72.B
Almost complex manifold stably      114.H
Almost complex manifold weakly      114.H
Almost complex structure      72.B
Almost complex structure tensor field of (induced by a complex structure)      72.B
Almost conformal      275.C
Almost contact manifold      110.E
Almost contact metric structure      110.E
Almost contact structure      110.E
Almost effective action (on a set)      415.B
Almost effectively (act on a G-space)      431.A
Almost everywhere converge      342.D
Almost everywhere hold (in a measure space)      270.D
Almost finite memory channels      213.F
Almost G-invariant statistic      396.I
Almost invariant test      400.E
Almost parallelizable manifold      114.I
Almost periodic (motion)      126.D
Almost periodic differential equation      290.A
Almost periodic functions      18
Almost periodic functions analytic      18.D
Almost periodic functions in the sense of Bohr      18.B
Almost periodic functions on a group      18.F
Almost periodic functions uniformly      18.B
Almost periodic functions with respect to p      18.C
Almost periodic group, maximally      18.I
Almost periodic group, minimally      18.I
Almost simple algebraic group      13.L
Almost simple algebraic group k-      13.O
Almost subharmonic      193.T
Almost surely converge      342.D
Almost surely occur      342.B
Almost symplectic structure      191.B
Alphabet      31.B 63.A 213.B
Alternate angles      139.D
Alternating contravariant tensor      256.N
Alternating covariant tensor      256.N
Alternating direction implicit (ADI) method      304.F
Alternating function      337.I
Alternating group of degree n      151.G
Alternating knot      235.A
Alternating law (in a Lie algebra)      248.A
Alternating matrix      269.B
Alternating multilinear form      256.H
Alternating multilinear mapping      256.H

Alternating polynomial      337.I
Alternating polynomial simplest      337.I
Alternating series      379.C
Alternating tensor field      105.O
Alternative (in game theory)      173.B
Alternative algebra      231.A
Alternative field      231.A
Alternative hypothesis      400.A
Alternative theorem, Fredholm      68.E 217.F
Alternizer      256.N
Altitude (of a commutative ring)      67.E
Altitude theorem, Krull      284.A
Altman, Allen B.      16.r
Amalgamated product (of a family of groups)      190.M
Amalgamated sum      52.G
Amari, Shun-ichi      399.O
Ambient isotropic      65.D
Ambient isotropy      65.D
Ambig class (of a quadratic field)      347.F
Ambig ideal (of a quadratic field)      347.F
Ambiguous point      62.D
Ambrose, Warren      136.D
Amemiya, Ichiro      72.r
Amicable number      297.D
Amitsur cohomology group      200.P
Amitsur complex      200.P
Amitsur, Shimshon A.      200.P
Amount insured      214.A
Amount of inspection, expected      404.C
Amount of insurance      214.A
Ampere equations, Monge-      278 App. Table
Ampere transformation      82.A
Ampere, Andre-Marie      82.A 107.B 278.A
Amphicheiral knot      235.A
Ample divisor      16.N
Ample divisor very      16.N
Ample linear system      16.N
Ample linear system very      16.N
Ample over S (of a sheaf on a scheme)      16.E
Ample over S (of a sheaf on a scheme) relatively      16.E
Ample over S (of a sheaf on a scheme) very      16.E
Ample vector bundle      16.Y
Amplification matrix      304.F
Amplification operator of a scheme      304.F
Amplitude (function)      App. A Table
Amplitude (of a complex number)      74.C
Amplitude (of a wave)      446
Amplitude (of an oscillation)      318.A
Amplitude (of time series data)      397.N
Amplitude Feynman      146.B
Amplitude function (of a Fourier integral operator)      274.C 345.B
Amplitude partial wave scattering      375.E
Amplitude probability      351.D
Amplitude scattering      375.C E
Amrein, Werner O.      375.B r
AMUestimator, kth-order      399.O
Analog computation      19
Analog computers      19.E
Analog computers electronic      19.E
Analog of de Rham’s theorem      21.L
Analog quantity      138.B
Analog simulation      385.A
Analog, difference      304.E
Analysis      20
Analysis activity      376
Analysis algebraic      125.A
Analysis backward      138.C
Analysis backward error      302.B
Analysis combinatorial      66.A
Analysis consistency of      156.E
Analysis convex      88
Analysis design-of-experiment      403.D
Analysis dimensional      116
Analysis Diophantine      296.A
Analysis experimental      385.A
Analysis factor      280.G
Analysis forward      138.C
Analysis function      20
Analysis functional      162
Analysis functional, nonlinear      286
Analysis harmonic (on locally compact Abelian groups)      192.G
Analysis intrablock      102.D
Analysis microlocal      274.A 345.A
Analysis multivariate      280
Analysis numerical      300
Analysis of a network      282.C
Analysis of variance      400.H 403.D
Analysis of variance multivariate      280.B
Analysis of variance table      400.H
Analysis principal component      280.F
Analysis regression      403.D
Analysis spectral      390.A
Analytic (function)      21.B C H
Analytic (predicate)      356.H
Analytic almost periodic function      18.D
Analytic automorphism      21.J
Analytic capacity      169.F
Analytic complex      198.H
Analytic complex, structure      72.A
Analytic continuation      198.G
Analytic continuation along a curve      198.I
Analytic continuation direct      198.G
Analytic continuation in the wider sense      198.O
Analytic continuation uniqueness theorem of      198.I
Analytic covering space      23.E
Analytic curve in a Euclidean plane      93.B
Analytic curve in an analytic manifold      93.B
Analytic differential (on a Riemann surface)      367.H
Analytic fiber bundle complex      147.O
Analytic fiber bundle real      147.O
Analytic functions      198.A H
Analytic geometry      181
Analytic hierarchy      356.H
Analytic homomorphism (between Lie groups)      249.N
Analytic in the sense of Weierstrass      198.I
Analytic in the wider sense      198.O
Analytic index of a elliptic complex      237.H
Analytic index of an elliptic differential operator      237.H
Analytic inverse      198.L
Analytic isomorphism      21.J
Analytic isomorphism between Lie groups      249.N
Analytic manifold complex      72.A
Analytic manifold real      105.C
Analytic many-valued      198.J
Analytic mapping      21.J
Analytic measurable space      270.C
Analytic micro- (hyperfunction)      125.CC
Analytic multiple-valued      198.J
Analytic n-valued      198.J
Analytic neighborhood of a function element in the wider sense      198.O
Analytic neighborhood of a Riemann surface      367.A
Analytic number theory      296.B
Analytic of several complex variables      21.B C
Analytic operation      22.B
Analytic operation function      37.K
Analytic perturbation      331.D
Analytic polyhedron      21.G
Analytic prolongation      198.G
Analytic pseudo- (function)      352.B
Analytic quasi- (function)      352.B
Analytic quasi- (in the generalized sense)      58.F
Analytic real      106.K. 198.H
Analytic relations, invariance theorem of      198.K
Analytic representation (of GL( V))      60.D
Analytic set (in set theory)      22
Analytic set (in the theory of analytic spaces)      23.B
Analytic set co-      22.A
Analytic set complementary (in set theory)      22.A
Analytic set germ of      23.B
Analytic set irreducible (at a point)      23.B

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