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



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Название: Encyclopedic Dictionary of Mathematics

Автор: Ito K.

Аннотация:

When the first edition of the Encyclopedic Dictionary of Mathematics appeared in 1977, it was immediately hailed as a landmark contribution to mathematics: "The standard reference for anyone who wants to get acquainted with any part of the mathematics of our time" (Jean Dieudonné, American Mathematical Monthly).


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 2nd edition

Год издания: 1987

Количество страниц: 2120

Добавлена в каталог: 18.03.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Function(s) Riemann P      App. A Tables 18.I
Function(s) Riemann theta      3.L
Function(s) right continuous      84.B
Function(s) right majorizing      316.E
Function(s) right superior      316.E
Function(s) risk      398.A
Function(s) sample      407.A
Function(s) sample covariance      395.G
Function(s) schlicht      438.A
Function(s) Schwinger      150.F
Function(s) selection      354.E
Function(s) self-reciprocal      220.B
Function(s) semicontinuous (at a point)      84.C
Function(s) sequential decision      398.F
Function(s) set      380
Function(s) shape      223.G
Function(s) Siegel modular, of degree n      32.F
Function(s) simple      221.B 443.B
Function(s) simple loss      398.A
Function(s) simplest Chebyshev q-      19.G
Function(s) simply periodic      134.E
Function(s) single-valued      165.B
Function(s) singular inner function      43.F
Function(s) slope      46.C
Function(s) sn      App. A Table
Function(s) special      App. A Table
Function(s) special, of confluent type      389.A
Function(s) special, of ellipsoidal type      389.A
Function(s) special, of hypergeometric type      389.A
Function(s) spherical (on a homogeneous space)      437.Y
Function(s) spherical Bessel      39.B
Function(s) spherical harmonic      193.C
Function(s) spheroidal wave      133.E
Function(s) standard defining      125.Z
Function(s) stationary      46.B
Function(s) statistical decision      398.A
Function(s) stream      205.B
Function(s) strictly concave      88.A
Function(s) strictly convex      88.A
Function(s) strictly decreasing      166.A
Function(s) strictly increasing      166.A
Function(s) strictly monotone      166.A
Function(s) strictly monotone (of ordinal numbers)      312.C
Function(s) strictly monotone decreasing      166.A
Function(s) strictly monotone increasing      166.A
Function(s) strictly monotonic      166.A
Function(s) structure      191.C
Function(s) Struve      39.G App. Table
Function(s) subharmonic      193.A
Function(s) superharmonic      193.P
Function(s) supporting      125.O
Function(s) symmetric      337.I
Function(s) Szego kernel      188.H
Function(s) test      130.DD 400.A
Function(s) tetragamma      174.B
Function(s) Theodorsen      39.E
Function(s) theory of      198.Q
Function(s) theory of, of a complex variable      198.Q
Function(s) theta      134.I
Function(s) theta (on a complex torus)      3.I
Function(s) time ordered      150.D
Function(s) torus      App. A Table
Function(s) transcendental entire      429.A
Function(s) transcendental meromorphic      272.A
Function(s) transcendental, of Painleve      288.C
Function(s) transfer      86.D
Function(s) transfinite logical choice      411.J
Function(s) transition (of a fiber bundle)      147.B
Function(s) trigamma      174.B
Function(s) trigonometric      432.A App. Table
Function(s) truncated Wightman      150.D
Function(s) truth      341.A 411.E
Function(s) ultradifferentiable      168.B
Function(s) uniformly almost periodic      18.B
Function(s) unit      306.B App. Table
Function(s) universally measurable      270.L
Function(s) upper limit      84.C
Function(s) upper semicontinuous      84.C
Function(s) value      108.B
Function(s) von Neumann      39.B 188.H App. Table
Function(s) Wagner      39.E
Function(s) wave      351.D
Function(s) Weber      39.G 167.C App. Tables 20.IV
Function(s) Weierstrass $\wp$-      134.F App. Table
Function(s) Weierstrass elliptic      App. A Table
Function(s) Weierstrass sigma      134.F App. Table
Function(s) weight (for the mean of a function)      211.C
Function(s) weight (in orthogonality)      317.A
Function(s) weight (interpolatory)      299.A
Function(s) Whittaker      167.B App. Table
Function(s) Wightman      150.D
Function(s) with scattered zeros      208.C
Function(s) zonal spherical (on a homogeneous space)      437.Y
Function-theoretic null sets      169
Functional      46.A 162 165.B
Functional $\Phi$-operation      202.S
Functional additive (of a Markov process)      261.E
Functional algebraic linear      424.B
Functional analysis      162
Functional analysis, nonlinear      286
Functional analytic      168.C
Functional areal      334.B
Functional bilinear      424.G
Functional Brownian      176.I
Functional characteristic (of a probability distribution)      407.C
Functional cohomology operation      202.S
Functional Dirichlet      334.C
Functional Douglas      334.C
Functional equation Abel      388.D
Functional equation approximate (of zeta function)      450.B
Functional equation of zeta function      450.B
Functional equation Schroder      388.D
Functional equation special      388.A
Functional linear      37.C 197.F 424.B
Functional martingale additive      261.E
Functional model      251.N
Functional multiplicative (of a Markov process)      261.E
Functional multiplicative, transformation by (in Markov process)      261.F
Functional paper      19.D
Functional perfect additive      261.E
Functional relation      208.C
Functional relation of class $C^r$      208.C
Functional relation of gamma function      174. A
Functional subadditive      88.B
Functional supporting (of a convex set)      89.G
Functional Yang — Mills      80.Q
Functional-differential equation      163
Functional-differential equation, system of      163.E
Functionally dependent (components of mapping)      208.C
Functionally dependent (components of mapping) of class $C^r$      208.C
Functions on a variety      16.A
functor      52.H
Functor $\partial$-      200.I
Functor $\partial*$-      200.I
Functor additive      52.N
Functor adjoint      52.K
Functor cohomological      200.I
Functor contravariant      52.H
Functor covariant      52.H
Functor derived      200.I
Functor exact      52.N 200.I
Functor faithful      52.H
Functor forgetful      52.I
Functor fully faithful      52.H
Functor half-exact      200.I
Functor homological      200.I
Functor left adjoint      52.K
Functor left balanced      200.I
Functor left derived      200.I 200.Q
Functor left exact      200.I
Functor partial derived      200.I
Functor relative derived      200.K
Functor representable      53.L
Functor right adjoint      52.K
Functor right balanced      200.I
Functor right derived      200.I 200.Q
Functor right exact      200.I
Functor spectral      200.J
Functor universal $\partial$-      200.I
Functor, connected sequences of      200.I
Functorial isomorphism      53.J
Functorial morphism      53.J
Fundamental absolute neighborhood retract (FANR)      382.C
Fundamental absolute retract (FAR)      382.C
Fundamental cell (of a symmetric Riemann space)      413.F
Fundamental class (of a Poincare pair)      114.J
Fundamental class (of a Thom complex)      114.G
Fundamental class (of an Eilenberg — MacLane space)      70.F
Fundamental class with coefficient $Z_2$      65.B
Fundamental conjecture (in topology)      70.C
Fundamental curve (with respect to a birational mapping)      16.I
Fundamental cutset matrix      186.G
Fundamental cycle (in a resolution of a singularity)      418.C
Fundamental cycle (of an oriented pseudomanifold)      65.B
Fundamental differential invariants (of a surface)      110.B
Fundamental discriminant      295.D
Fundamental domain      234.C
Fundamental exact (on cohomology of groups)      200.M
Fundamental exact sequence      200.M
Fundamental figure(s)      343.B
Fundamental figure(s) linear      343.B
Fundamental form (associated with a Hermitian metric)      232.A
Fundamental form (of a Finsler space)      152.A
Fundamental form first      111.G App. Table
Fundamental form second      111.G 360.G 365.C
Fundamental group      170
Fundamental group, algebraic      16.U
Fundamental homology class      201.N
Fundamental homology class around K      201.N
Fundamental invariants (of a space with a Lie transformation group)      110.A
Fundamental kernel      320.H
Fundamental lemma in the calculus of variations      46.B
Fundamental lemma Neyman — Pearson      400.B
Fundamental open set      122.B
Fundamental operator      163.H
Fundamental period (of a periodic function)      134.E
Fundamental period parallelogram      134.E
Fundamental point (of a projective space)      343.C
Fundamental point (with respect to a birational mapping)      16.I
Fundamental quantities first      111.H
Fundamental quantities second      111.H
Fundamental region (of a discrete transformation group)      122.B
Fundamental region Ford      234.C
Fundamental relations (among the generators of a group)      161.A
Fundamental relations (in thermodynamics)      419.A
Fundamental relations (of gamma functions)      174.A
Fundamental retract      382.C
Fundamental root system (of a semisimple Lie algebra)      248.N
Fundamental sequence in a uniform space      436.G
Fundamental sequence of cross cuts (in a simply connected domain)      333.B
Fundamental sequence of rational numbers      294.E
Fundamental sequence of real numbers      355.B
Fundamental set (of a transformation group)      122.B
Fundamental solution(s) (of a differential operator)      112.B 189.C
Fundamental solution(s) (of a hyperbolic equation)      325.D
Fundamental solution(s) (of a parabolic equation)      327.D
Fundamental solution(s) (of a partial differential equation)      320.H
Fundamental solution(s) (of an elliptic equation)      323.B
Fundamental solution(s) (of an evolution equation)      189.C
Fundamental solution(s), system of (of a system of linear equations)      269.M
Fundamental space      125.S
Fundamental subvariety (with respect to a birational mapping)      16.I
Fundamental system (for a linear difference equation)      104.D
Fundamental system (of a root system)      13.J
Fundamental system (of eigenfunctions to an eigenvalue for an integral equation)      217.F
Fundamental system of irreducible representations (of a complex semisimple Lie algebra)      248.W
Fundamental system of neighborhoods      425.E
Fundamental system of solutions (of a homogeneous linear ordinary differential equation)      252.B
Fundamental system of solutions (of a homogeneous system of linear differential equations of the first order)      252.H
Fundamental tensor(s) (of a Finsler space)      152.A
Fundamental tensor(s) (of a Riemannian manifold)      364.A
Fundamental tensor(s) Lie      413.G
Fundamental tensor(s) second      417.F
Fundamental theorem(s) Bonnet (on surfaces)      111.H
Fundamental theorem(s) Gentzen      411.J
Fundamental theorem(s) Nevanlinna first      272.B
Fundamental theorem(s) Nevanlinna second      272.E
Fundamental theorem(s) of algebra      10.E
Fundamental theorem(s) of calculus      216.C
Fundamental theorem(s) of elementary number theory      297.C
Fundamental theorem(s) of projective algebraic varieties      72.F
Fundamental theorem(s) of projective geometry      343.D
Fundamental theorem(s) of proper mapping      16.X
Fundamental theorem(s) of Stein manifolds      21.L 72.E
Fundamental theorem(s) of the principal order $\mathfrak{o}$      14.C
Fundamental theorem(s) of the theory of curves      111.D
Fundamental theorem(s) of the theory of surfaces      111.G
Fundamental theorem(s) of the topology of surfaces      410.B
Fundamental theorem(s) of ultraproducts      276.E
Fundamental theorem(s) on symmetric polynomials      337.I
Fundamental theorem(s) the first (of Morse theory)      279.D
Fundamental theorem(s) the second (of Morse theory)      279.D
Fundamental theorem(s) Thom      114.H
Fundamental tieset matrix      186.G
Fundamental unit      414.A 116
Fundamental units (of an algebraic number field)      14.D
Fundamental vector field      191.A
Fundamental vectors (in a vector space)      442.A
Funk, Paul      46.r 109
Furlan, Giuseppi(1935-)      132.r
Furtwaengler, Phihpp(1869-1940)      14.L 14.O 14.R 59.A 59.D 59.F 145
Future cone      258.A
G-bundle      147.B
G-connections, Yang — Mills      80.Q
G-fiber homotopy type, spherical      431.F
G-group      172.J
G-invariant (element)      226.A
G-invariant (statistics)      396.I
G-invariant almost      396.I
G-invariant measure      225.B
G-isomorphism      191. A
G-manifold      431.C
G-manifold oriented      431.E
G-mapping (G-map)      362.B 431.A
G-set k-ply transitive      362.B
G-set left      362.B
G-set quotient      362.B
G-set right      362.B
G-set simply transitive      362.B
G-set sub-      362.B
G-space      178.H 431.A
G-space with nonpositive curvature      178.H
G-stationary strictly      395.I
G-stationary weakly      395.I
G-structure      191
G-subset      362.B
G-surface      178.H
G-vector bundle      237.H
G.C.D. (greatest common divisor)      67.H 297.A
g.l.b. (greatest lower bound)      311.B
Gaal, S.A.      425.r
Gabriel, Pierre(1933-)      13.r 52.r
Gabrielov, A.M.      App.A Table
Gackstatter, Fritz(1941-)      275.E
Gagliardo, Emilio      224.A
Gaier, D.      77.r
Gaifman, Haim(1934-)      33.r
Gain, heat      419.A
Galambos,Janos(1940-)      374.r
Galanter, Eugene H.      96.r
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