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| Ito K. — Encyclopedic Dictionary of Mathematics. Vol. 2 |
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| Предметный указатель |
Gopel, Gustav Adolph 3.A
Goppa code 63.E
Goppa, V.D. 63.E
Gordan coefficients, Clebsch- 258.B 353.B
Gordan equation, Klein- 351.G 377.C
Gordan, Paul Albert 11.B 226.G 255.E 353.B
Gordon equation, Sine- 387.A
Gordon, Marilyn K. 303.r
Gordon, Walter 351.G 377.C 387.A
Gorenstein ring 200.K
Gorenstein, Daniel 151.J r
Gorny, A. 58.D
Gorry, G. Anthony 215.r
Gor’kov, Lev Petrovich 402.r
Gottschalk, W.D. 126.r
Goulaouic, Charles 323.N
Goursat kernel, Pincherle- 217.F
Goursat theorem 198.B
Goursat, Edouard Jean-Baptiste 11.r 20.r 46.r 92.F 94.F 193.O 198.B 217.F r
Govorov, Nikolai Vasil’evich 272.K
Grad (gradient) 442.D
Grad, Harold 41.B
Graded A-module 200.B
Graded algebra 203.B
Graded coalgebra 203.B
Graded Hopf algebra 203.C
Graded ideal 369.B
Graded module connected 203.B
Graded module dual 203.B
Graded object 200.B
Graded ring 369.B
Graded ring associated 284.D
Gradient 442.D App. Table
Gradient method 292.E
Gradient method Arrow — Hurwicz — Uzawa 292.E
Gradient method conjugate (CG) 302.D
Gradient projection method, Rosen 292.E
Graeffe (Graffe), Carl Heinrich 301.N
Graeffe method 301.N
Graeub, Werner 256.r
Graev, Mark Iosifovich 125.r 162.r 183.r 218.r 437.r
Graff, Karl F. 446.r
Gragg, William Bryant 303.F
Graham, Ronald Lewis 376.r
Gram theorem 226.E
Gram — Schmidt orthogonalization 317.A
Gram, Jorgan Pedersen 103.G 208.E 226.E 302.E 317.A
Gramian (determinant) 103.G 208.E
Grammar Chomsky 31.D
Grammar context-free 31.D
Grammar context-sensitive 31.D
Grammar regular 31.D
Grammel, Richard 19.r
grand canonical ensemble 402.D
Grand partition function 402.D
Granoff, Barry 325.L
Grant, J.A. 301.L
Graph 186.B
Graph ( = linear graph) 282.A
Graph (of a knot) App. A Table
Graph (of a mapping) 381.C
Graph (of a meromorphic mapping) 23.D
Graph (of a relation) 358.A
Graph (of an operator) 251.B
Graph bipartite 186.C
Graph complete 186.C
Graph complete bipartite 186.C
Graph direct 186.B
Graph Euler 186.F
Graph Feynman 146.A B
Graph labeled 186.B
Graph linear 282.A
Graph norm 251.D
Graph oriented 186.B
Graph partial 186.C
Graph planar 186.H
Graph regular 186.C
Graph reoriented 186.B
Graph section 186.C
Graph sub- 186.D
Graph theorem, closed 37.I 251.D 424.X
Graph theory 186
Graph undirected 186.B
Graph unicursal, theorem (Euler’s) 186.F
Graph unlabeled 186.B
Graph unoriented 186.B
Graphic 66.H
Graphical calculation 19.B
Graphical differentiation 19.B
Graphical integration 19.B
Graphical mechanics 19.D
Graphical method of statistical inference 19.B
Grashof, Franz 116.B
Grashoff number 116.B
Grassmann algebra (of a linear space) 256.O
Grassmann coordinates (in a Grassmann manifold) 90.B
Grassmann manifold 119.B 427.D
Grassmann manifold complex 199.B
Grassmann manifold formed by oriented subspaces 199.B
Grassmann manifold infinite 147.I
Grassmann manifold real 199.B
Grassmann, Hermann Gunther 90.B 105.A 147.I 199.B 256.O 267
Grau, Albert A. 301.E
Grauert theorem (on proper holomorphic mappings) 23.E 72.E
Grauert, Hans 20 21.I L Q r r G H J r
Graunt, John 40.A 401.E
Gravitation, law of universal 271.B
Gravitational units, system of 414.B
Gravity wave 205.F
Gravity wave long 205.F
Gravity, center of 271.E
Gray, Andrew 39.r
Gray, John Walker 110.E
Gray, Robert M. 213.E F
Graybill, Franklin Arno 403.r
Grazing ray 325.L
Great circle (of a sphere) 140
Greater than (another compactification) 207.B
Greatest common divisor 67.H 297.A
Greatest element (in an ordered set) 311.B
Greatest lower bound (of an ordered set) 310.C 311.B
Greedy algorithm 66.G
Greek mathematics 187
Greek quadratrix 187
Greek quadrivium 187
Greek three big problems 187
Green formula (for differential operators) App. A Table
Green formula (for harmonic functions) 193.D
Green formula (for Laplace operator) App. A Tables 4.II
Green formula (for ordinary differential equations) 252.K
Green formula (for partial differential equations of parabolic type) 327.D
Green formula (on the plane) 94.F
Green function method 402.J
Green functions 188 189.B
Green functions ( -order) 45.D
Green functions (of a boundary value problem) 315.B
Green line 193.J
Green measure 193.J
Green operator 189.A B
Green space 193.N
Green tensor 188.E
Green theorem 105.W
Green — Stokes formula 94.F
Green, Albert E. 27l.r
Green, George 45.D 94.F 105.W 120.A 188.A 189.A B J N Tables 4.II 15.VI
Green, H.E. 291.F
Green, Herbert Sydney 402.J r
Green, James Alexander App. B Table
Green, Leon W. 136.G 178.G
Green, Mark L. 21.N
| Green, Melville S. 361.r 402.r
Greenberg, Bernand G. 374.r
Greenberg, Leon 234.D r
Greenberg, Marvin Jay 93.r 118.r 201.r
Greene, John M. 387.B
Greene, Robert Everist 178.r 365.B
Greenwood, J. Arthur STR Gregory, James 332
Gregory, R.T. 301.r
Grenander, U. 395.r 421.r
Griess, Robert Louis, Jr. 151.I
Griffith first inequality 212.A
Griffith second inequality 212.A
Griffiths, Phillip A. 9.E r r
Griffiths, Robert Budington 212.A
Grigelionis, Bronyus Igno 262.r
Grillenberger, Christian 136.r
Grisvard, Pierre 224.E
Grobman, David Matveevich 126.G
Gromoll, Detlef 109.r 178.r 279.G
Gromov, Mikhael L. 154.F 178.r 364.H
Gross area (of a Borel set) 246.G
Gross theorem 272.I
Gross, Oliver Alfred 86.r
Gross, W. 62.E 246.G 272.I 429.D
Grossencharakter 6.D
Grossencharakter Hecke L-function with 450.F
Grothendieck 16.AA
Grothendieck category 200.I
Grothendieck construction 237.B
Grothendieck criterion of completeness 424!
Grothendieck group (of a compact Hausdorff space) 237.B
Grothendieck group (of a ring) 237.J
Grothendieck theorem of Riemann — Roch type 366.D
Grothendieck topology 16.AA
Grothendieck, Alexander 3.N r r r U Y AA r K M N r r r B J D r r S X r D
Grotschel, Martin 215.C
Grotzsch, Herbert 352.A C
Ground field (of a linear space) 256.A
Ground form 226.D
Ground form covariant with 226.E
Ground ring (of a module) 277.D
Group  -topological 423.B
Group  52.M
Group  190.E
Group  - 151.F
Group -solvable 151.F
Group *-automorphism 36.K
Group Abelian 2190.A
Group Abelian linear 60.L
Group absolute homology 201.L
Group additive 2.E 190.A
Group adele (of a linear algebraic group) 6.C
Group adele (of an algebraic group) 13.P
Group adjoint (isogenous to an algebraic group) 13.N
Group adjoint (of a Lie algebra) 248.H
Group adjoint (of a Lie group) 249.P
Group affine Weyl (of a symmetric Riemann space) 413.G
Group algebra 192.H
Group algebra C*- 36.L
Group algebra class 29.E
Group algebraic 13
Group algebraic fundamental 16.U
Group algebraic homotopy 16.U
Group alternating, of degree n 151.G
Group automorphism (of a Lie algebra) 248.A
Group Betti (of a complex) 201.B
Group black and white 92.D
Group black and white point 92.D
Group boundary 234.B
Group braid 235.F
Group Brauer (of a commutative ring) 29.K
Group Brauer (of algebra classes) 29.E
Group Bravais 92.B
Group bundle (of a fiber bundle) 147.B
Group category of 52.B
Group cellular homology 201.F G
Group character (of a topological Abelian group) 422.B
Group character (of an Abelian group) 2.G
Group Chevalley 151.I
Group classical 60.A
Group Clifford 61.D
Group closed 362.J
Group code 63.C
Group coefficient (of a homology group) 201.Q
Group cohomology (of a complex) 200.O
Group cohomology (of a group) 200.M
Group cohomology (of a Lie algebra) 200.O
Group cohomology, with coefficient sheaf SF 283.E
Group cohomotopy 202.I
Group color point 92.D
Group color symmetry (colored symmetry) 92.D
Group commutative 2.A 190.A
Group commutator (of two elements) 190.H
Group commutator (of two subsets of a group) 190.H
Group compact 69.A
Group completely reducible 190.L
Group complex 60.L
Group complex cobordism 114.H
Group complex orthogonal 60.I
Group complex special orthogonal 60.I
Group complex symplectic 60.L
Group covering 91.A 423.O
Group covering transformation 91.A
Group Coxeter 13.R
Group crystallographic 92.A
Group crystallographic space 92.A
Group cyclic 190.C
Group decomposition (of a prime ideal) 14.K
Group defect (of a block of representations) 362.I
Group defect (of a conjugate class in a group) 362.I
Group derived (of a group) 190.H
Group difference (of an additive group) 190.C
Group differentiable transformation 431.C
Group dihedral 151.G
Group direct product 190.L
Group discontinuous transformation 122.A
Group discontinuous, of the first kind 122.B
Group divisor (of a compact complex manifold) 72.F
Group divisor class (of a Riemann surface) 11.D
Group elementary topological Abelian 422.E
Group elliptic modular 122.D
Group equicontinuous, of class  378.C
Group equivariant J- 431.C
Group exponential 437.U
Group extension 200.M
Group extension (cohomology of groups) 200.M
Group factor 190.C
Group finite 151.A 190.C
Group finitely generated 190.C
Group finitely presented 161.A
Group formal 13.C
Group four- 151.G
Group free 161.A
Group free product (of the system of groups) 190.M
Group frieze 92.F
Group Frobenius 151.H
Group Fuchsian 122.C
Group Fuchsoid 122.C
Group full 136.F
Group full linear 60.B
Group full Poincare 258.A
Group function 234.A
Group fundamental (of a topological space) 170
Group Galois (of a Galois extension) 172.B
Group Galois (of a polynomial) 172.G
Group Galois (of an algebraic equation) 172.G
Group general linear 60.B 226.B
Group general linear (over a noncommutative field) 60.O
Group generalized nilpotent 190.K
Group generalized quaternion 151.B
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