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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:

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

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Предметный указатель

Gale, David(1921-)      22.H
Galerkin method      290.E 303.I 304.B
Galerkin, Boris Grigor’evich(1871-1945)      303.I 304.B
Galilei transformation      359.C
Galilei, Galileo(1564-1642)      78.F 107.A 126.A 265 271.A 359.C 360
Gallager, Robert G.      63.r 213.E 213.F
Gallagher, Patrick Ximenes(1935-)      123.E
Gallavotti, Giovanni      136.G
Gallot, Sylvestre(1948-)      364.G
Galois cohomology      172.J 200.N
Galois equation      172.G
Galois extension (of a field)      172.B
Galois field      149.M
Galois group of a Galois extension      172.B
Galois group of a polynomial      172.G
Galois group of an algebraic equation      172.G
Galois theory      172
Galois theoryof differential fields      113
Galois, E.      171
Galois, Evariste(1811-1832)      8 83.C 137 149.M 151.D 171.* 171.r 172.A 172.B 172.G 172.H 190.Q 200.N 267
Galton — Watson process      44.B
Galton — Watson processmulti (k)-type      44.C
Galton, Francis(1822-1911)      40.B 44.B 44.C 44.r 401.E
Galvin, Fred(1936-)      33.F
Gambier, Bertrand Olivier(1879-1954)      288.C
Game bimatrix      173.C
Game constant-sum      173.A
Game cooperative      173.A
Game differential      108
Game general-sum      173.A
Game in partition-function form      173.D
Game matrix      173.C
Game multistage      173.C
Game n-person cooperative, in characteristic-function form      173.D
Game n-person, in extensive form      173.B
Game n-person, in normal form      173.C
Game noncooperative      173.A
Game theory      173
Game with infinitely many players      173.D
Game without side payments      173.D
Game zero-sum      173.A
Game zero-sum two-person      108.B
Game-theoretic model      307.C
Gamelin, Theodore Williams(1939-)      36.r 43.r 164.G 164.H 164.J 164.K 164.r 169.r
Gamier, Rene(1887-)      253.E 288.C 288.D 334.C
Gamkrelidze, Revaz Valerianovich      86.r
Gamma density      397.D
Gamma distribution      341.D App. Table
Gamma function      150.D 174 App. Table
Gamma function and related functions      App. A Table
Gamma function incomplete      174.A App. Table
Gamma function multidimensional      374.C
Gandy, Robin Oliver      81.A 356.r
Gangolli, Ramesh A.(1935-)      5.r 437.EE
Gantmakher, Feliks Ruvimovich(1908-64)      103.r 248.r
Gap (at a point)      84.B
Gap theorem      339.D
Gap theorem Hadamard      339.D
Gap value (of a point on a Riemann surface)      11.D
Garabedian, Paul Roesel(1927-)      77.E 107.r 438.C
Garbow, Burton S.      298.r
Garcia, August      136.B
Garding inequality      112.G 323.H
Garding, hyperbolic in the sense of      325.F
Gardner, Clifford S.(1924-)      387.B 387.D
Garfinkel, Robert S.(1939-)      215.r
Garland, Howard(1937-)      122.G
Garnett, John B.(1940-)      164.F 164.J 169.E 169.r
Garnier system      253.E
Garnir, Henri(1921-85)      189.r
Garsia, Adriano M.(1928-)      262.r
Garside — Jarratt — Mack method      301.N
Garside, F.A.      235.F
Garside, G.R.      301.N
Gaschiitz, Wolfgang(1920-)      151.D
Gases, kinetic theory of      402.B
Gass, S.I.      255.r
Gastwirth, Joseph L.(1938-)      371.H
Gateaux derivative      286.E
Gateaux differentiable      286.E
Gateaux, R.      286.E
Gauduchon, Paul(1945-)      109.r 391.r
Gauge theory      105.G
Gauge theory lattice      150.G
Gauge transformation (in a lattice spin system)      402.G
Gauge transformation (in electromagnetism)      130.A
Gauge transformation (in unified field theory)      434.B
Gauge transformation (of a principal fiber bundle)      80.Q
Gauge transformation of the first kind      150.B
Gauss backward interpolation formula      223.C
Gauss circle problem      242.A
Gauss criterion      App. A Table
Gauss equation (on an isometric immersion)      365.C
Gauss equation (on surfaces)      111.H
Gauss formula (for integration of a vector field)      App. A Table
Gauss formula (for isometric immersion)      365.C
Gauss formula (for the surface integral)      94.F
Gauss formula (in numerical integration)      299.A
Gauss formula (in theory of surfaces)      111.H App. Table
Gauss formula (on Gauss sum)      295.D
Gauss formula (on harmonic functions)      193.D
Gauss forward interpolation formula      223.C
Gauss hypergeometric differential equation      App. A Table
Gauss integral      338.J
Gauss integration formula (in the narrow sense)      299.A
Gauss interpolation formula      App. A Table
Gauss kernel      327.D
Gauss mapping (in geometric optics)      180.B
Gauss series      206.A
Gauss symbol      83.A
Gauss theorem (on algebraic closedness of C)      10.E
Gauss theorem (on primitive polynomials)      337.D
Gauss theorema egregium (on surfaces)      111.H
Gauss transformation      App. A Table
Gauss variational problem      338.J
Gauss — Argand plane      74.C
Gauss — Bonnet formula      111.H 364.D App. Table
Gauss — Bonnet — Sasaki — Nitsche formula      275.C
Gauss — Chebyshev formula (in numerical integration)      299.A
Gauss — Hermite formula (in numerical integration)      299.A
Gauss — Jordan elimination      302.B
Gauss — Laguerre formula (in numerical integration)      299.A
Gauss — Manin connection (of a variety)      16.V
Gauss — Markov theorem      403.E
Gauss — Seidel method      302.C
Gauss, C.F.      175
Gauss, Carl Friedrich(1777-1855)      3.A 10.E 11.B 14.U 14.r 16.V 73.A 74.A 74.C 74.r 77.B 83.A 94.F 99.C 107.A 109 111.F—H 118.A 120.A 123.A 136.C 149.I 174.A 175 176.A—C 176.F 176.H 179.A 180.B 193.D 206.A 223.C 242.A 253.B 267 275.C 279.C 285.A 294.A 295.D 296.A 296.B 297.I 299.A 302.B 302.C 309.C 309.r 327.D 337.D 338.J 341.D 347.H 357.A 364.D 364.H 365.C 401.E 403 407.D 417.F 426 441.B 450.C App.A Tables 4.I 10 14.II 16.III 21
Gaussian (system of random variables)      176.A
Gaussian complex      176.B
Gaussian curvature (of a surface)      111.H App. Table
Gaussian curvature total (of a surface)      111.H
Gaussian differential equation      206.A
Gaussian distribution      341.D
Gaussian distribution standard      176.A
Gaussian elimination      302.B
Gaussian frame (of a surface)      111.H
Gaussian integer      14.U
Gaussian plane      74.C
Gaussian process      176 342.A
Gaussian process complex      176.C
Gaussian process N-ple Markov      176.F
Gaussian process N-ple Markov, in the restricted sense      176.F
Gaussian process stationary      176.C
Gaussian random field Markov, in the McKean sense      176.F
Gaussian random field Markov, in the Nelson sense      176.F
Gaussian random measure      407.D
Gaussian random variable, complex      176.B
Gaussian source, autoregressive      213.E
Gaussian sum      295.D 450.C
Gaussian sum local      450.F

Gaussian system (of random variables)      176.A
Gaussian system complex      176.B
Gaussian white noise      407.C
Gaveau, Bernard(1950-)      115.r
GCR algebra      36.H
Gear, Charles William(1935-)      303.E 303.G 303.r
Gegenbauer polynomials      317.D 393.E App. Table
Gegenbauer, Leopold(1849-1903)      317.D 393.E App.A Table
Gell — Mann formula, Nakano — Nishijima —      132.A
Gell—Mann, Murray(1929-)      132.A 132.D 132.r 150.C 361.r
Gel’fand integrable      443.F
Gel’fand representation (of a commutative Banach algebra)      36.E
Gel’fand theorem, Stone —      168.B
Gel’fand topology      36.E
Gel’fand transform      36.E
Gel’fand triplet      424.T
Gel’fand — Fuks cohomology      105.AA
Gel’fand — Levitan — Marchenko equation (for KdV equations)      387.D
Gel’fand — Levitan — Marchenko equation (for nonlinear lattice)      287.C
Gel’fand — Mazur theorem      36.E
Gel’fand — Naimark theorem      36.G
Gel’fand — Pettis integrable      443.F
Gel’fand — Pettis integral      443.F
Gel’fand — Pyatetskii — Shapiro reciprocity law      437.DD
Gel’fand — Shilov generalized function      125.S
Gel’fand, Izrail’ Moiseevich(1913-)      31r 36.E 36.G 36.L 46.r 82.r 105.AA 105.r 112.O 112.r 125.A 125.Q 125.S 136.G 154.G 160.r 162.* 162.r 168.B 183.r 192.G 218.F 218.G 256.r 258.r 287.C 308.D 341.r 375.G 387.C 387.D 395.r 407.C 424.T 424.r 437.W 437.EE 437.r 443.A 443.F 443.H 450.A 450.T
Gel’fond, Aleksandr Osipovich(1906-1968)      182.G 196 295.r 430.A 430.D 430.r
General addition theorem      388.C
General analytic space      23.G
General angle      139.D
General associative law (for group composition)      190.C
General boundary value problem      323.H
General Cantor set      79.D
General Cayley algebra      54
General connectedness theorem due to Fulton and Hansen      16.I
General curve      93.D
General derivative (of a set function)      380.D
General geometry of paths      152.C
General knot conjecture      235.B
General law of reciprocity      14.O
General law of reciprocity, Artin      59.C
General linear group      60.B 226.B 256.D
General linear group of degree n over K      60.B 226.B 256.D
General linear group over a noncommutative field      60.O
General linear group projective      60.B
General linear hypothesis      400.C
General linear Lie algebra      248.A
General lower derivative (of a set function)      380.D
General Markov chain      260.J
General Mathieu function      268.B
General Navier — Stokes equations      204.F
General position (complexes)      70.B
General position (in a projective space)      343.B
General position (PL mappings)      65.D
General position theorem      65.D
General principle of relativity      358
General projective geometry      343.B
General random walk      260.A
General recursive function      356.C 356.F
General recursive predicate      356.C
General recursive set      97
General Runge — Kutta method      303.D
General sense, derivable in the      380.D
General set theory      33.B
General solution (of a difference equation)      104.D
General solution (of a partial differential equation)      320.C
General solution (of a system of partial differential equations)      428.B
General solution (of an ordinary differential equation)      313.A
General sum      173.A
General theory of perturbations      420.E
General theory of relativity      358
General topology      426
General type      72.H
General type, surface of      72.K
General uniformization theorem      367.G
General upper derivative (of a set function)      380.D
Generalization (in etale topology)      16.AA
Generalized absolute continuity (*)      100.C
Generalized absolute continuity in the restricted sense      100.C
Generalized absolutely continuous function      100.C
Generalized Bayes solution      398.B
Generalized Bernoulli shift      136.D
Generalized Bernshtein problem      275.F
Generalized Boolean algebra      42.B
Generalized Boolean ring      42.C
Generalized Borel embedding      384.D
Generalized Clifford torus      275.F
Generalized cohomology theories      201.A
Generalized cohomology theory with E-coefficient      202.T
Generalized conformal mapping      246.I
Generalized Continuum Hypothesis      49.D
Generalized convergence      331.C
Generalized convolution (of distributions)      125.M
Generalized coordinates (in analytical dynamics)      271.F
Generalized cylindrical coordinates      App. A Table
Generalized decomposition number (of a finite group)      362.I
Generalized derivative      125.E
Generalized distance, Mahalanobis      280.E
Generalized distribution, Beurling      125.U
Generalized divisor function      295.C
Generalized eigenfunction      375.C
Generalized eigenspace (of a linear operator)      390.B
Generalized eigenvalue      375.C
Generalized eigenvalue problem      298.G
Generalized eigenvector      390.B
Generalized Eisenstein series      450.T
Generalized Fourier transform      220.B
Generalized function      125.S
Generalized Hardy class      164.G
Generalized helix      111.F
Generalized homology theory      201.A
Generalized homology theory with E-coefficient      202.T
Generalized Hopf homomorphism      202.U
Generalized Hopf invariant      202.Q
Generalized Hurewicz theorem      202.N
Generalized isoperimetric problem      46.A 228.A
Generalized Jacobian (of a set function)      246.H
Generalized Jacobian variety      9.F 11.C
Generalized Lame differential equation      167.E
Generalized least squares estimator      403.E
Generalized Lebesgue measure      270.E
Generalized Levi form      274.G
Generalized limit      37.F
Generalized minimal immersion      275.B
Generalized module      143.B
Generalized momentum      271.F
Generalized nilpotent (operator)      251.F
Generalized nilpotent element      36.E
Generalized nilpotent group      190.K
Generalized peak point      164.D
Generalized peak set      164.D
Generalized Pfaff problem      428.B
Generalized Poincare conjecture      65.C
Generalized quaternion group      151.B
Generalized rational function      142.B
Generalized Riccati differential equation      App. A Table
Generalized Riemann — Roch theorem (on algebraic curves)      9.F
Generalized Schlomilch series      39.C
Generalized solvable group      190.K
Generalized stochastic process      407.C
Generalized suspension theorem      202.T
Generalized Tauberian theorem      36.L 160.G
Generalized Tauberian theorem of Wiener      192.D
Generalized topological space      425.D
Generalized trigonometric polynomial      18.B
Generalized trigonometric series      18.B
Generalized uniserial algebra      29.I
Generalized valuation      439.B
Generalized variance      280.E 397J
Generalized variance, sample      280.E

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