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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
Differential analyzer      19.E
Differential and integral calculus      App. A Table
Differential automorphism      113
Differential calculus      106
Differential coefficient      106.A
Differential coefficient partial      106.A
Differential conjugate (on a Riemann surface)      367.H
Differential covariant (of a differential form)      80.G
Differential covariant (of a tensor field)      80.I 80.L 417.B
Differential covariant (of a vector field)      80.I
Differential cross section      375.A 386.B
Differential divisor (of an algebraic curve)      9.C
Differential divisor class (of a Riemann surface)      11.D
Differential equation(s)      313.A
Differential equation(s) adjoint      252.K
Differential equation(s) algebraic      113 288.A
Differential equation(s) almost periodic      290.A
Differential equation(s) Beltrami      352.B
Differential equation(s) Bernoulli      App. A Table
Differential equation(s) Bessel      39.B App. Table
Differential equation(s) Briot — Bouquet      288.B 289.B
Differential equation(s) Caianiello      291.F
Differential equation(s) Cauchy — Riemann      198.A
Differential equation(s) Cauchy — Riemann (for a holomorphic function of several complex variables)      21.C
Differential equation(s) Cauchy — Riemann (for a holomorphic function of two complex variables)      320.F
Differential equation(s) Chaplygin      326.B
Differential equation(s) Chebyshev      App. A Table
Differential equation(s) Cherwell — Wright      291.F
Differential equation(s) Clairaut      App. A Table
Differential equation(s) Clairaut partial      App. A Table
Differential equation(s) confluent      167.A
Differential equation(s) confluent hypergeometric      167.A App. Table
Differential equation(s) delay      163.A
Differential equation(s) difference-      163.A
Differential equation(s) Duffing      290.C
Differential equation(s) elliptic partial      App. A Table
Differential equation(s) Emden      291.F
Differential equation(s) Euler (in dynamics of rigid bodies)      271 .E
Differential equation(s) Euler linear ordinary      App. A Table
Differential equation(s) Euler — Lagrange      46.B
Differential equation(s) exact      App. A Table
Differential equation(s) Fokker — Planck partial      115.A
Differential equation(s) functional-      163.A
Differential equation(s) Gauss hypergeometric      App. A Table
Differential equation(s) Gaussian      206.A
Differential equation(s) generalized Lame      167.E
Differential equation(s) generalized Riccati      App. A Table
Differential equation(s) Hamilton      324.E
Differential equation(s) Hamilton — Jacobi      23.B 324.E
Differential equation(s) Helmholtz      188.D App. Table
Differential equation(s) Hermite      App. A Tables 20.III
Differential equation(s) Hill      268.B
Differential equation(s) Hodgkin — Huxley      291.F
Differential equation(s) hyperbolic      325
Differential equation(s) hyperbolic partial      325
Differential equation(s) hypergeometric      206.A App. Table
Differential equation(s) hyperspherical      393.E
Differential equation(s) integro-      163.A 222
Differential equation(s) integro-, of Fredholm type      222.A
Differential equation(s) integro-, of Volterra type      222.A
Differential equation(s) Jacobi      App. A Tables
Differential equation(s) Killing      364.F
Differential equation(s) Kummer      App. A Table
Differential equation(s) Lagrange      320.A App. Table
Differential equation(s) Lagrange partial      App. A Table
Differential equation(s) Laguerre      App. A Tables 20.VI
Differential equation(s) Lame      113.B
Differential equation(s) Laplace      323.A App. Table
Differential equation(s) Laplace, in the 2-dimensional case      App. A Table
Differential equation(s) Laplace, in the 3-dimensional case      App. A Table
Differential equation(s) Legendre      393.B App. Table
Differential equation(s) Legendre associated      393.A
Differential equation(s) Lienard      290.C
Differential equation(s) linear ordinary      252.A 313.A
Differential equation(s) linear partial      320.A
Differential equation(s) Loewner      438.B
Differential equation(s) Mathieu      268.A
Differential equation(s) matrix Riccati      86.E
Differential equation(s) modified Mathieu      268.A
Differential equation(s) Monge      324.F
Differential equation(s) Monge — Ampere      278.A App. Table
Differential equation(s) nonlinear ordinary      313.A
Differential equation(s) nonlinear partial      320.A
Differential equation(s) ordinary      313
Differential equation(s) partial      313.A 320
Differential equation(s) partial, of elliptic type      323
Differential equation(s) partial, of hyperbolic type      325
Differential equation(s) partial, of mixed type      326
Differential equation(s) partial, of parabolic type      327
Differential equation(s) Poisson      323.A App. Table
Differential equation(s) polytropic      291.F
Differential equation(s) rational      288.A
Differential equation(s) related      254.F
Differential equation(s) retarded      163. A
Differential equation(s) Riccati      App. A Table
Differential equation(s) Riemann      App. A Table
Differential equation(s) self-adjoint      252.K
Differential equation(s) stochastic      342.A 406
Differential equation(s) Stokes      167.E 188.E
Differential equation(s) strongly nonlinear      290.C
Differential equation(s) system of hyperbolic (in the sense of Petrovskii)      325.G
Differential equation(s) system of linear, of the first order      252.G
Differential equation(s) system of ordinary      313.B
Differential equation(s) system of partial, of order l (on a differentiable manifold)      428.F
Differential equation(s) system of total      428.A
Differential equation(s) system of, of Maurer — Cartan      249.R
Differential equation(s) Tissot-Pochhammer      206.C
Differential equation(s) total      428.A App. Table
Differential equation(s) Tricomi      326.C
Differential equation(s) van der Pol      290.C
Differential equation(s) weakly nonlinear      290.C
Differential equation(s) Weber      167.C App. Table
Differential equation(s) Weber — Hcrmite      167.C
Differential equation(s) Whittaker      167.B App. Tables 19.II
Differential equation(s) with deviating argument      163.A
Differential equation(s) with lag      163.A
Differential equation(s) with retardation      163.A
Differential equation(s), self-adjoint system of      252.K
Differential extension ring      113
Differential exterior (of a differential form)      105.Q
Differential field      113
Differential field, Galois theory of      113
Differential form      105.Q
Differential form divisor of (on an algebraic variety)      16.O
Differential form exact      105.Q
Differential form exterior, of degree r      105.Q
Differential form harmonic      194.B
Differential form holomorphic, of degree k      12 A
Differential form invariant (on an Abelian variety)      3.F
Differential form of degree l      105.O
Differential form of degree r      105.Q
Differential form of degree r (on an algebraic variety)      16.O
Differential form of Maurer — Cartan      249.R
Differential form of the first kind (on a nonsingular curve)      9.E
Differential form of the first kind (on an algebraic variety)      16.O
Differential form of the second kind (on a nonsingular curve)      9.E
Differential form of the third kind (on a nonsingular curve)      9.E
Differential form of type (r,s)      72.C
Differential form primitive      232.B
Differential form, closed      105.Q
Differential geometry      109 App. Table
Differential geometry affine      110.C
Differential geometry conformal      110.D
Differential geometry in specific spaces      110
Differential geometry of curves and surfaces      111
Differential geometry projective      110.B
Differential harmonic (on a Riemann surface)      367.H
Differential holomorphic (on a Riemann surface)      367.H
Differential ideal      113
Differential ideal involutive      428.E
Differential ideal of a differential ring      113
Differential ideal prime (of a differential ring)      113
Differential ideal semiprime (of a differential ring)      113
Differential ideal sheaf on a real analytic manifold      428.E
Differential index (in a covering of a nonsingular curve)      9.I
Differential invariant fundamental (of a surface)      110.B
Differential invariant on an m-dimensional surface      110.A
Differential invariant Poincare      74.G
Differential kernel      188.G
Differential law      107.A
Differential meromorphic (on a Riemann surface)      367.H
Differential nth (of a differentiable function)      106.D
Differential of nth order (of a differentiable function)      106.D
Differential operator(s)      112 223.C 306.B
Differential operator(s) Beltrami, of the first kind      App. A Table
Differential operator(s) Beltrami, of the second kind      App. A Table
Differential operator(s) elliptic      112.A
Differential operator(s) of the kth order      237.H
Differential operator(s) ordinary      112.A
Differential operator(s) partial      112. A
Differential operator(s) pseudo-      345
Differential operator(s) strongly elliptic      112.G 323.H
Differential operator(s), system of      112.R
Differential partial      200.H
Differential polynomial(s)      113
Differential polynomial(s), ring of      113
Differential quadratic (on a Riemann surface)      11.D
Differential quotient (at a point)      106.A
Differential representation (of a unitary representation of a Lie group)      439.S
Differential rings      113
Differential rth (Frechet derivative)      286.E
Differential stochastic      406.C
Differential subring      113
Differential system      191.I
Differential system restricted      191.I
Differential topology      114
Differential total      106.G 200.H 367.H
Differential variable      113
Differentiation (in a commutative ring)      113
Differentiation (of a differential function)      106.A
Differentiation graphical      19.B
Differentiation higher (in a commutative ring)      113
Differentiation logarithmic      App. A Table
Differentiation numerical      299.E
Differentiation of a vector field      App. A Table
Differentiation partial      106.F
Differentiation theorem of termwise (on distribution)      125.G
Diffraction (of waves)      446
Diffusion kernel      338.N
Diffusion process      115
Diffusion process multidimensional      115.C
Diffusion process on manifolds      115.D
Diffusion, Ehrenfest model of      260.A
Diffusion-convection equation      304.B
Digamma function      174.B
Digital computer      75.B
Digital quantity      138.B
Dihedral group      151.G
Dijkstra, Edsger Wybe(1930-)      281.C
Dikii, Leonid Aleksandrovich      387.C
Dilatation in Laguerre geometry      76.B
Dilatation maximal      352.B
Dilated maximum principle (in potential theory)      338.C
Dilation (of a linear operator)      251.M
Dilation power      251.M
Dilation strong      251.M
Dilation theorem      251.M
Dilation unitary      251.M
Diller, Justus(1936-)      155.r
Dilworth, Robert Palmer(1914-)      281.E
Dim, Ulissc(1845-1918)      39.D 111.I 159.B 314.D 435.B
Dimension (of a cell complex)      70.D
Dimension (of a convex cell in an affine space)      7.D
Dimension (of a divisor class on a Riemann surface)      11.D
Dimension (of a Euclidean simplicial complex)      70.B
Dimension (of a free module)      277.G
Dimension (of a Hilbert space)      197.C
Dimension (of a linear space)      256.C
Dimension (of a linear system of divisors)      9.C 16.N
Dimension (of a physical quantity)      116
Dimension (of a projective space)      343.B
Dimension (of a simplicial complex)      70.C
Dimension (of a topological space)      117
Dimension (of an affine space)      7.A
Dimension (of an algebraic variety)      16.A
Dimension (of an analytic set)      23.B
Dimension (of an automorphic form)      32.B
Dimension algebraic (of an algebraic surface)      72.F
Dimension capacity      48.G
Dimension cohomological (of a scheme)      16.E
Dimension cohomological (of a topological space)      117.F
Dimension cohomological (of an associative algebra)      200.L
Dimension complex (of a complex manifold)      72.A
Dimension covering (of a normal space)      117.B
Dimension decomposition theorem for      117.C
Dimension function (on a continuous geometry)      85.A
Dimension geometric (of a vector bundle)      114.D
Dimension global (of a ring)      200.K
Dimension global (of an analytic set)      23.B
Dimension harmonic (of a Heins end)      367.E
Dimension Hausdorff      117.G 234.E 246.K
Dimension homological (of a module)      200.K
Dimension homological (of a topological space)      117.F
Dimension injective (of a module)      200.K
Dimension Kodaira (of a compact complex manifold)      72.I
Dimension Krull      67.E
Dimension large inductive      117.B
Dimension Lebesgue (of a normal space)      117.B
Dimension left global (of a ring)      200.K
Dimension local (of an analytic set at a point)      23.B
Dimension product theorem for      117.C
Dimension projective (of a module)      200.K
Dimension right global (of a ring)      200.K
Dimension small inductive      117.B
Dimension sum theorem for      117.C
Dimension theorem (of affine geometry)      7.A
Dimension theorem (of projective geometry)      343.B
Dimension theorem (on modular lattice)      243.F
Dimension theory      117
Dimension type (of a topological space)      117.H
Dimension weak (of a module)      200.K
Dimension weak global (of a ring)      200.K
Dimension —k, automorphic form of      32.B
Dimension —k, Fuchsian form of      32.B
Dimension —k, Hilbert modular form of      32.G
Dimension —k, Siegel modular form of      32.F
Dimension, theorem on invariance of, of Euclidean spaces      117.D
Dimensional analysis      116
Dimensional formula      116
Dimts, E.A.      281.r
Dinaburg, E.I.      126.K
Dinculeanu, Nicolae(1925-)      443.r
Dinghas, Alexander(1908-1974)      124.r 198.r
Dini series      39.C
Dini surface      111.I
Dini test (on the convergence of Fourier series)      159.B
Dini theorem (on uniform convergence)      435.B
Dini — Hukuhara theorem      314.D
Dini — Lipschitz test (on the convergence of Fourier series)      159.B
Dinkelbach, Werner      264.r
Dinostratus(fl.350? B.C.)      187
Diodes(200 B.C.)      93.H
Diodes, cissoid of      93.H
Diophantine (relation)      97
Diophantine analysis      296.A
Diophantine approximation      182.F
Diophantine equations      118
Diophantus(c.246-c.330 or C. 1st century)      118.A 182.F 187 296.A
Dippolito, Paul Randall(1948-)      154.D
Dirac $\gamma$-matrix      415.G
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