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

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
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Предметный указатель
Two-terminal characteristic      281.C
Two-terminal network      281.C
Two-terminal problem      281.C
Two-valued logic      411.L
Two-way elimination of heterogeneity, design for      102.K
Two-way layout      102.H
Type $III_0$ (factor)      308.I
Type $III_1$ (factor)      308.I
Type $III_m$ (irreducible symmetric bounded domain)      412.I
Type $III_{\lambda}$ (factor)      308.I
Type $II_1$ (ergodic countable group)      136.F
Type $II_1$ (von Neumann algebra)      308.E F
Type $II_m$ (irreducible symmetric bounded domain)      412.I
Type $II_{\infty}$ (ergodic countable group)      136.F
Type $II_{\infty}$ (von Neumann algebra)      308.E F
Type $IV_m$ (irreducible symmetric bounded domain)      412.I
Type $I_n$ (von Neumann algebra)      308.E
Type $I_{m,m’}$ (irreducible symmetric bounded domain)      412.I
Type $p^{\infty}$, Abelian group of      2.D
Type (0, 1), tangent vector of      72.C
Type (1, 0), tangent vector of      72.C
Type (of a quadratic form)      348.E
Type (of a structure)      409.B
Type (of a transcendental number)      430.C
Type (of an Abelian group)      2.B D
Type (of an object)      356.F
Type (p, q) (of an operator)      224.E
Type (p, q) tensor of      256.J
Type (p, q) tensor space of      256.J
Type (p, q) weak (of an operator)      224.E
Type (r, s), differential form of      72.C
Type acute      304.C
Type AI, AII, AIII, AIV (irreducible symmetric Riemannian space)      412.G
Type backward      304.D
Type BDI, BDII (irreducible symmetric Riemannian space)      412.G
Type Bravais (of lattices)      92.B
Type Bravais, of the class of (T, K)      92.B
Type CI, CII (irreducible symmetric Riemannian space)      412.G
Type compact      412.D
Type DIII (irreducible symmetric Riemannian space)      412.G
Type dimension      117.H
Type forward      304.D
Type Fredholm, integral equation of      217.A
Type Fredholm, integrodifferential equation of      222.A
Type Fuchsian (linear ordinary differential equations)      253.A
Type Fuchsian (visibility manifold)      178.F
Type general      72.I
Type general, surface of      72.K
Type homotopy      202.F
Type homotopy (of a link)      235.D
Type homotopy, invariant      202.F
Type I (von Neumann algebra)      308.E
Type I C*-algebra of      308.L
Type I group      437.E
Type I group of      437.E
Type II (von Neumann algebra)      308.E
Type III (ergodic countable group)      136.F
Type III (von Neumann algebra)      308.E
Type III structure theorem for von Neumann algebras of      308.I
Type isotopy (of a transformation group)      431.A
Type isotopy (of knots)      235.A
Type k-, Markov branching process      44.E
Type knot      235.A
Type link      235.D
Type locally of finite (morphism of schemes)      16.D
Type mixed      304.C 326.A
Type multi-, Markov branching process      44.E
Type multidiagonal      304.C
Type noncompact      412.D
Type nonconforming      304.C
Type number (of a solution of a system of linear ordinary differential equations)      314.A
Type of finite ($\mathfrak O$-module)      16.E
Type of finite (graded module)      203.B
Type of finite (module)      277.D
Type of finite (morphism of schemes)      16.D
Type of finite, subshift      126.J
Type orbit (of a G-space)      431.A
Type Parreau — Widom      164.K
Type positive (symmetric kernel)      338.D
Type principal orbit      431.C
Type problem (for Riemann surfaces)      367.D
Type S (harmonic boundary)      207.B
Type S, space of      125.T
Type spherical G-fiber homotopy      431.F
Type Stoilow      207.B
Type theory      411.K
Type theory ramified      411.K
Type theory simple      411.K
Type twisted, group of      151.I
Type Volterra, integral equation of      217.A
Type Volterra, integrodifferential equation of      222.A
Type Weierstrass-, preparation theorem (for microdifferential operators)      274.F
Tyupkin, Yu.S.      80.r
Tzafriri, Lior      37.N r
U(n) (unitary group)      60.F
U*-number      430.C
u-chain      260.I
u-curve      111.H
U-invariant (subspace)      437.C
U-number      430.C
U-set      159.J
U-statistic      274.I
Uchida, Fuichi      431.G
Uchida, Koji      14.L
Uchiyama, Akihito      168.B
UCL (upper control limit)      404.B
Udagawa, Kanehisa      389.r
Ueda, Tetsuo      72.K
Ueda, Yoshisuke      126.N
Uehara, Hiroshi      202.P
Ueno, Kenji      16.r 72.I r
Ueno, Tadashi      115.C
Ugaheri maximum priciple      338.C
Ugaheri, Tadashi      240.B 338.C
Uhl, Jerry, Jr.      443.A H
Uhlenbeck Brownian motion, Ornstein-      45.I
Uhlenbeck, George Eugene      41.C45.I
Uhlenbeck, Karen      195.E r
Uhlhorn, Ulf      258.r
Uhlmann, Armin      212.B
Ukai, Seiji      41.D
Ulam theorem, Borsuk-      153.B
Ulam, Stanislaw Marcin      33.F r
Ullman, Jeffrey D.      31.r 71.r 75.r 186.r
Ullrich, Egon      17.A C
Ulm factor sequence of      2.D
Ulm factor(s)      2.D
Ulm, Helmut      2.D
Ultrabornological (locally convex space)      424.W
Ultradifferentiable function      168.B
Ultradistribution      125.U BB
Ultradistribution of class ${M_p}$      125.U
Ultrafilter      87.I
Ultrainfinite point      285.C
Ultrapower      276.E
Ultraproduct fundamental theorem of      276.E
Ultraproduct(s)      276.E
Ultraspherical polynomials      317.D
Ultraviolet divergence      132.C 146.B
Umbilical point (of a surface)      111.H 365.D
Umbilical submanifold, totally      365.D
Umemura (Yamasaki), Yasuo      225.r 437.BB
Umemura, Hiroshi      16.I
Umezawa, Hiroomi      150.r
Umezawa, Toshio      411.F
Umkehr homomorphism      201.O
UMP (uniformly most powerful) (test)      400.A
UMP invariant level a test      400.E
UMP unbiased level a test      400.C
UMV unbiased estimator      399.C
Unavoidable set      157.D
Unbiased confidence region      399.Q
Unbiased estimator      399.C
Unbiased estimator asymptotically (mean)      399.K
Unbiased estimator best linear      403.E
Unbiased estimator kth order asymptotically median      399.O
Unbiased estimator mean      399.C
Unbiased estimator median      399.C
Unbiased estimator modal      399.C
Unbiased estimator UMV      399.C
Unbiased estimator uniformly minimum variance      399.C
Unbiased level $\alpha$ test      400.C
Unbiased level $\alpha$ test uniformly most powerful      400.C
Unbiasedness      399.C
Unbounded (covering surface)      367.B
Uncertainty (in observations)      351.C
Uncertainty relation, Heisenberg      351.C
Unconditonally convergent (series in a Banach space)      443.D
Unconditonally convergent (series)      379.C
Undecidable proposition, formally      185.C
Undefined concept      35.B
Undefined term      35.B
Undercrossing point      235.A
Underdetermined system of differential operators      112.R
Underdetermined system of partial differential operators      320.F
Underflow      138.B
Underlying group (of a topological group)      423.A
Underlying topological space (of a complex manifold)      72.A
Underlying topological space (of a differentiable manifold)      105.D
Underlying topological space (of a topological group)      423.A
Undirected graph      186.B
Undotted index      258.B
Undotted spinor (of rank k)      258.B
Unfolding (of a germ of an analytic function)      418.E
Unfolding constant      51.D
Unfolding r-      51.D
Unfolding universal      418.E
Unicity theorem, Luzin’s      22.C
Unicursal (ordinary curve)      93.C
Unicursal curve      9.C 93.H
Unicursal graph theorem (Euler’s)      186.F
Unified field theory      434
Unified field theory nonsymmetric      434.C
Uniform (lattice of a Lie group)      122.K
Uniform (sampling procedure)      373.A
Uniform algebra      164.A
Uniform boundedness theorem      37.H
Uniform continuity lower class with respect to      45.F
Uniform continuity upper class with respect to      45.F
Uniform convergence      435
Uniform convergence (of a series)      435.A
Uniform convergence (of an infinite product)      435.A
Uniform convergence (of operators)      251.C
Uniform convergence abscissa of      121.B 240.B
Uniform convergence on compact sets      435.C
Uniform convergence Weierstrass criterion for      435.A
Uniform covering system      436.D
Uniform distribution      182.H 341.D App. Table
Uniform family of neighborhoods system      436.D
Uniform isomorphism      436.E
Uniform neighborhood system      436.D
Uniform norm      168.B
Uniform operator topology      251.C
Uniform space $T_1$-      436.C
Uniform space analytically      125.S
Uniform space complete      436.G
Uniform space Hausdorff      436.C
Uniform space locally totally bounded      436.H
Uniform space metrizable      436.F
Uniform space precompact      436.H
Uniform space product      436.E
Uniform space pseudometrizable      436.F
Uniform space separated      436.C
Uniform space totally bounded      436.H
Uniform space(s)      436
Uniform star convergence, relative      310.F
Uniform structure      436.B
Uniform subspace      436.E
Uniform topological space      436.B
Uniform topology      436.B
Uniformity      436.B
Uniformity $T_1$-      436.C
Uniformity base for the      436.B
Uniformity discrete      436.D
Uniformity generated by a family of pseudometrics      436.F
Uniformity generated by a pseudometric      436.F
Uniformity left (of a topological group)      423.G
Uniformity product      436.E
Uniformity pseudometric      436.F
Uniformity relative      436.E
Uniformity right (of a topological group)      423.G
Uniformity stronger      436.E
Uniformity topology of the      436.C
Uniformity weaker      436.E
Uniformizable (topological space)      436.H
Uniformization      367.C
Uniformization (of a set in a product space)      22.F
Uniformization Schottky      367.C
Uniformization theorem general      367.G
Uniformization theorem Kondo      22.F
Uniformized      367.C
Uniformized locally      367.C
Uniformizing parameter, local (of a Riemann surface)      367.A
Uniformly (partial recursive function)      356.E
Uniformly (primitive recursive function)      356.B
Uniformly absolutely convergent (series)      435.A
Uniformly almost periodic function      18.B
Uniformly asymptotically stable (solution of a differential equation)      394.B
Uniformly asymptotically stable (solution of a functional differential equation)      163.G
Uniformly best (estimator)      399.C
Uniformly better (decision function)      398.B
Uniformly consistent test      400.K
Uniformly continuous (function)      84.A
Uniformly continuous (mapping)      273.I 436.E
Uniformly continuous on a subset      436.G
Uniformly convergent (sequence)      435.A
Uniformly convergent in the wider sense      435.C
Uniformly convergent on a family of sets      435.C
Uniformly convex (normed linear space)      37.G
Uniformly equivalent (uniform spaces)      436.E
Uniformly integrable (family of random variables)      262.A
Uniformly locally compact (space)      425.V
Uniformly Lyapunov stable      126.F
Uniformly minimum variance unbiased estimator      399.C
Uniformly most powerful      399.Q
Uniformly most powerful (confidence region)      399.Q
Uniformly most powerful (test)      400.A
Uniformly most powerful invariant      399.Q
Uniformly most powerful invariant level $\alpha$      400.E
Uniformly most powerful unbiased      399.Q
Uniformly most powerful unbiased level $\alpha      400.E
Uniformly recursive in $\Psi$ (define a partial recursive function)      356.E
Uniformly smooth (normed linear space)      37.G
Uniformly stable      394.B
Unilateral constraints      440.A
Unilateral shift operator      390.I
Unimodal (distribution function)      341.H
Unimodular (germ of an analytic function)      418.E
Unimodular (locally compact group)      225.D
Unimodular group      60.B
Unimodular group quaternion      412.G
Unimodular totally      186.G
Union (in axiomatic set theory)      33.B
Union (ofmatroids)      66.H
Union (ofsets)      381.B
Union axiom of      381.G
Union disjoint      381.B D
Union of hypersurface elements      82.A
Union of surface elements      324.B
Unipotent (algebraic group)      13.E
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