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| Ito K. — Encyclopedic Dictionary of Mathematics |
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| Предметный указатель |
Generalized wave operator 375.B
Generalized Whitehead theorem 202.N
Generate (a completely additive class) 270.B
Generate (a field over k) 149.D
Generate (a filter) 87.I
Generate (a linear subspace) 256.F
Generate (a subgroup) 190.C
Generate (a subring) 368.E
Generate (a topology) 425.F
Generate (an A-module) 277.D
Generate (an ideal) 67.B
Generated, finitely 277.D
Generating curve 111.I
Generating element (with.respect to a self-adjoint operator) 390.G
Generating function(s) (of a canonical transformation) 82.B
Generating function(s) (of a contact transformation) 82.A
Generating function(s) (of a sequence of functions) 177.A
Generating function(s) (of an arithmetic function) 295.E
Generating function(s) (of an infinitesimal transformation) 271.F
Generating function(s) exponential 177.A
Generating function(s) factorial cumulant- 397.G
Generating function(s) factorial moment 397.G
Generating function(s) joint moment 397.I 397.J
Generating function(s) moment- 177.A 341.C 397.G 397.J
Generating function(s) probability- 341.F 397.G
Generating line (of a circular cone) 78.A
Generating line (of a quadric hypersurface) 343.E
Generating line (of a quadric surface) 350.B
Generating line (of a ruled surface in differential geometry) 111.I
Generating representation (of a compact Lie group) 249.U
Generating space (of a quadric hypersurface) 343.E
Generator (of a cyclic code) 63.D
Generator (of a group) 190.C
Generator (of a Markov process) 261.C
Generator (of a semigroup) 378.D
Generator (of an Abelian category) 200.I
Generator (of an endomorphism) 136.E
Generator Bott 237.D
Generator Dynkin representation of 261.B
Generator F.D. 136.E
Generator infinitesimal 378.B
Generator system of (of an A-module) 277.D
Generator topological (of a compact Abelian group) 136.D
Generator two-sided 136.E
Generic (property) 126.H
Generic point 16.A
Gentzen fundamental theorem 411.J
Gentzen, Gerhard(1909-1945) 156.E 411.J 411.r
Genuine solution 323.G
Genus  (of an algebraic curve) 9.F
Genus (in integral representation theory) 362.K
Genus (of a differential ideal) 428.E
Genus (of a knot) 235.A
Genus (of a lattice group) 13.P
Genus (of a quadratic field) 347.F
Genus (of a quadratic form) 348.H
Genus (of a surface) 410.B
Genus (of a transcendental integral function) 429.B
Genus (of an algebraic curve) 9.C
Genus (of an ideal group) 59.E
Genus arithmetic (of a complete variety) 16.E
Genus arithmetic (of an algebraic curve) 9.F
Genus arithmetic (of an algebraic surface) 15.C
Genus arithmetic, of a divisor (on an algebraic surface) 15.C
Genus boundary 410.B
Genus effective (of an algebraic curve) 9.C
Genus geometric (of a complete variety) 16.O
Genus geometric (of a singular point) 418.C
Genus geometric (of an algebraic surface) 15.E
Genus i- 15.E
Genus linear 15.G
Genus of the function field K/k 9.D
Genus principal (of a quadratic field) 347.F
Genus principal (of an ideal group) 59.E
Genus virtual arithmetic (of a divisor) 16.E
Genus, measure of (of a positive definite symmetric matrix) 348.K
Geocentric parallax 392
Geodesic 80.L 80.I 111.H 178 364.C App. Table
Geodesic arc 178.H 364.B
Geodesic coordinate system in the weak sense 232.A
Geodesic coordinates 80.J
Geodesic correspondence (between surfaces) 111.I
Geodesic curvature 111.I App. Table
Geodesic flow 126.L 136.G
Geodesic line 178.H
Geodesic null 359.D
Geodesic point 111.H 365.D
Geodesic polar coordinates 90.C
Geodesic totally, submanifold 365.D
Geodesic triangle 178.A
Geodesic variation 178.A
Geoecze area (of a surface) 246.E
Geoecze problem 246.D
Geoecze, Zoard de 246.D 246.E
Geoffrion, Arthur M. 215.D 215.r
Geometric complex 70.B
Geometric construction problem 179.A
Geometric crystal class 92.B
Geometric difference equation 104.G
Geometric dimension (of a vector bundle) 114.D
Geometric distribution 341.D App. Table
Geometric fiber (of a morphism) 16.D
Geometric genus of a complete variety 16.O
Geometric genus of a singular point 418.C
Geometric genus of an algebraic surface 15.E
Geometric mean (of a function) 211.C
Geometric mean (of numbers) 211.C
Geometric multiplicity (of an eigenvalue) 390.A
Geometric number theory 296.B
Geometric optics 180
Geometric point (of a scheme) 16.D
Geometric probability 218.A
Geometric programming 264.D
Geometric progression 379.I App. Table
Geometric quotient 16.W
Geometric realization (of the s.s. complex) 70.E
Geometric series 379.B App. Table
Geometrical mean 397.C
Geometrically finite 234.C
Geometrically reductive 226.B
Geometrically simple eigenvalue 390.A
Geometry 181
Geometry affine 7
Geometry affine differential 110.C
Geometry affine, in the narrower sense 7.E
Geometry algebraic 12.A
Geometry analytic 181
Geometry circle 76.C
Geometry conformal 76.A
Geometry conformal differential 110.D
Geometry continuous 85.A
Geometry differential 109
Geometry differential, in specific spaces 110
Geometry differential, of curves and surfaces 111
Geometry elliptic 285.A
Geometry Euclidean, in the wider sense 139.B
Geometry finite-dimensional projective 343.B
Geometry formal 16.X
Geometry general projective 343.B
Geometry general, of paths 152.C
Geometry hyperbolic 285.A
Geometry hypersphere 76.C
Geometry integral 218. A
Geometry Laguerre 76.B
Geometry Lobachevskii non-Euclidean 285.A
Geometry Moebius 76.A
Geometry n-dimensional Euclidean 139.B 181
Geometry natural 110.A
Geometry non-Archimedean 155.D
Geometry non-Desarguesian 155.D 343.C
| Geometry non-Euclidean 285.A
Geometry of a space subordinate to a group 137
Geometry of numbers 182
Geometry on a surface 111.G
Geometry parabolic 285.A
Geometry plane 181
Geometry projective 343.B
Geometry projective differential 110.B
Geometry projective, of paths 109
Geometry pseudoconformal 344.A
Geometry pure 181
Geometry Riemann non-Euclidean 285.A
Geometry Riemannian 137 App. Table
Geometry solid 181
Geometry space 181
Geometry spectral 391
Geometry sphere 76.C
Geometry spherical 285.D
Geometry synthetic 181
Geometry wave 434.C
Georgescu, V. 375.B
Gerard, Raymond(1932-) 428.H 428.r
Gerbert(Silvester II)(940-1003) 372
Gerhardt, Carl Immanuel(1816-1899) 245.r
Germ(s) 383.B
Germ(s) of a  -function at the origin 58.C
Germ(s) of a holomorphic function 21.E
Germ(s) of an analytic set 23.B
Germ(s)irreducible 23.B
Germ(s)reducible 23.B
Germ(s)sheaf of, of holomorphic functions 23.C
Germ(s)sheaf of, of regular functions 16.B
Germain curvature (of a surface) 111.H App. Table
Germain, Sophie(1776-1831) 111.H 145 App.A Table
Gerstner, Franz Joseph von(1789-1823) 205.F
Getoor, Ronald Kay(1929-) 5.r 261.r 262.r
Gevrey class 58.G 125.U 325.I
Gevrey class, function of 168.B
Gevrey, Maurice-Joseph(1884-1957) 58.G 58.r 125.U 168.B 325.I 327.C
Ghosh, Javanta Kumar(1937-) 374.F 396.r 399.O
Ghosh, Sakti P. 96.r
Ghost component (of an infinite-dimensional vector) 449.A
Ghost, Faddeev-Popov 132.C 150.G
Ghouila—Houri, Alain 281.r 282.r
GHS inequality 212.A
Giacaglia, Georgio Eugenio Oscare 290.r
Gibbs distribution, equilibrium 136.C
Gibbs free energy 419.C
Gibbs free energy minimum principle 419.C
Gibbs measure 136.C
Gibbs phenomenon 159.D
Gibbs state 340.B
Gibbs — Duhem relation 419.B
Gibbs, Josiah Willard(1839-1903) 136.A 136.C 159.D 340.B 402.B 402.D 402.G 419.B 419.C 419.r
Gierer, Alfred(1929-) 263.D
Gieseker, David(1943-) 16.Y 72.K
Giga Yoshikazu(1955-) 204.C
Gikhman, Iosif Il’ich(1918-?) 406.r
Gilbert — Sacks bound, Varsharmov 63.B
Gilbert, Edgar N.(1923-) 63.B
Gilford, Dorothy Morrow(1919-) 227.r
Gilkey, Peter Belden(1946-) 391.N 391.r
Gill method, Runge — Kutta — 303.D
Gill, Stanley Jensen(1929) 303.D
Gillies, Donald Bruce(1928-75) 114.D 173.D
Gillman, Leonard(1917-) 425.r
Gindikin, Semen Grigor’evich(1937-) 384.C 384r
Gini coefficient of concentration 397.E
Gini, Corrado 397.E
Ginibre, Jean(1938-) 212.A 212.r 375.F
Giraud theorem 323.C
Giraud, Georges 323.C 323.F
Giraud, Jean(1936-) 200.M
Giri, NarayanC.(1928-) 280.r
Girsanov theorem 406.B
Girsanov transformation 406.B
Girsanov, Igor Vladimirovich(1934-) 115.D 136.D 406.B
Girshick — Savage theorem 399.F
Girshick, M.A. 398.r 399.F 399.r
Giusti, Enrico(1940-) 275.F
Givens method 298.D
Givens transformation 302.E
Givens, James Wallace, Jr.(1910-) 298.D
GKS first inequality 212.A
GKS second inequality 212.A
GL(n, k) (general linear group) 60.B
Glaeser, Georges(1918-) 58.C 58.r
Glaser, V. 150.D 386.B
Glashow — Weinberg — Salam model 132.D
Glashow, Sheldon Lee(1932-) 132.D
Glauber, Roy J. 340.C
Glauberman, George Isaac(1941-) 151.J 151.r
Glauert approximation, Prandtl — 205.B
Glauert law of similarity, Prandtl — 205.D
Glauert, Hermann(1892-1934) 205.B 205.D
Glazman, Izrail’Markovich(1916-1968) 197.r 251.r 390.r
Gleason part (for a function algebra) 164.F
Gleason theorem 351.L
Gleason, Andrew Mattel(1921-) 164.F 196 351.L
Gleser, Leon Jay(1939-) 399.M
Glezerman, M. 201.r
Glicksberg, Irving Leonard(1925-83) 86.r 425.T
Glide operation 92.E
Glide reflection 92.E
Glimm, James Gilbert(1934-) 36.H 150.F 150.r 204.G 204.r 308.L
Glivenko — Cantelli theorem 374.E
Glivenko, Valerii Ivanovich(1896-1940) 374.E 411.F 411.J 411.r
Global analysis 183
Global dimension (of a ring) 200.K
Global dimension (of an analytic set) 23.B
Global dimension left (of a ring) 200.K
Global dimension right (of a ring) 200.K
Global dimension weak (of a ring) 200.K
Global discretization error 303.B
Global Hecke algebra 450.O
Global implicit function theorem 208.D
Global property (in differential geometry) 109
Global roundoff error 303.B
Global truncation error 303.B
Globally asymptotically stable 126.F
Globally symmetric Riemannian space 412.A
Glowinski, Roland(1937-) 440.r
Gluck, Herman R.(1937-) 183.r
Gluing theorem 21.I
Gluons 132.D
Gnanadesikan, Ramanathan 280
Gnedenko, Boris Vladimirovich(1912-) 250.r 341.G 374.G
GNS construction 308.D
Godbillion — Vey ciasses 154.G
Godbillon, Claude 154.G 154.r 201.r
Godel, Kurt(1906-1978) 22.H 31.B 33.A 33.C 33.D 33.F 33.r 49.D 97.* 156.E 156.r 184 185.A 185.C 185.r 276.D 356.A—C 356.r 411.J 411.r
Godement, Roger(1921-) 36.L 103.r 192.r 200.r 201.r 256.r 277.r 337.r 368.r 383.E 383.r 450.A 450.L 450.T
Godwin, A.N. 51.r
Goedel completeness theorem 411.J
Goedel Incompleteness Theorem 156.E
Goedel number(s) 185 356.C 356.E
Goedel numbering 185.A
Goedel set theory 33.C
Goedel set theory Bernays — 33.A
Goedel, Kurt 184
Goepel, Gustav Adolph(1812-1847) 3.A
Gokhberg(Gohbcrg), Izrail’ Tsudikovich(1928-) 68.A 68.J 68.r 251.r 390.H 390.r
Goldbach problem 4.C
Goldbach, Christian(1690-1764) 4.C
Goldberg, Richard R. 160.r
Goldberg, Samuel I.(1923-) 105.r 110.E 194.r 364.F 417.r
Golden — Thompson inequality 212.B
Golden, Sidney(1917-) 212.B
Goldman, Oscar(1925-) 29.K 200.L
Goldschmidt, David M. 151J
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