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Название: Encyclopedic Dictionary of Mathematics. Vol. 2

Автор: Ito K.

Аннотация:

This second edition of the widely acclaimed Encyclopedic Dictionary of Mathematice includes 70 new articles, with an increased emphasis on applied mathematics, expanded explanations and appendices, and a reorganization of topics.

Язык:

Рубрика: Математика/Энциклопедии/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: Second Edition

Год издания: 1993

Количество страниц: 999

Добавлена в каталог: 23.04.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID

Предметный указатель

Solvable group finite      151.D
Solvable group generalized      190.K
Solve (a conditional inequality)      211.A
Solve (a partial differential equation)      320.A
Solve (a system of algebraic equations)      10.A
Solve (a triangle)      432.A
Solve (an ordinary differential equation)      313.A
Solve (by means of a Turing machine)      71.E
Sommer, Friedrich      198.r 367.r
Sommerfeld formula      App. A Table
Sommerfeld formula Kneser-      App. A Table
Sommerfeld radiation condition      188.D
Sommerfeld, Arnold Johannes Wilhelm      130.r 188.D 271.r 274.r 402.H App. A Table
Sommerville, Duncan Mclaren Young      285.r
Soms, A.      399.N
Sonine (Sonin), Nikolai Yakovlevich      317.D App. A Tables 20.VI
Sonine formula, Weber-      App. A Table
Sonine polynomials      317.D App. Table
Sonine — Schafheitlin formula      App. A Table
Sono Masazo      8 284.G
SOR (successive overrelaxation)      302.C
Soreau, R.      19.r
Sorting      96.C
Sotomayor, Jorge      126.M
Soudure      80.N
Sound propagation, equation of      325.A
Source      126.G 281.C
Source (of a jet)      105.X
Source autoregressive Gaussian      213.E
Source branch      282.C
Source coding theorem      213.D
Source coding theorem noiseless      213.D
Source coding theorem with a fidelity criterion      213.E
Source coding theory      213.A
Source ergodic information      213.C
Source information      213.A
Source stationary      213.C
Source without (vector field)      442.D
South pole      74.D 140
Southern hemisphere      140
Sova, Miroslav      378.D
Sowey, E.R.      354.r
Sp(A) (Spur of a matrix A)      269.F
SP(n, K) (symplectic group)      60.L
Space -      425.Y
Space -      425.Q
Space       425.Q
Space -uniform      436.C
Space -      425.Q
Space -      425.Q
Space -      425.Q
Space -      425.Q
Space -      425.Q
Space $\mathscr E$ -      193.N
Space $\Sigma$ -      425.Y
Space $\sigma$ -compact      425.V
Space $\sigma$ -finite measure      270.D
Space (DF)-      424.P
Space (F)-      424.I
Space (LF)-      424.W
Space (M)-      424.O
Space (S)-      424.S
Space absolutely closed      425.U
Space abstract      381.B
Space abstract       310.G
Space abstract L      310.G
Space abstract M      310.G
Space action      398.A
Space adjoint (of a topological linear space)      424.D
Space affine      7.A
Space affine locally symmetric      80.J
Space affine symmetric      80.J
Space algebraic      16.W
Space algebraic fiber      72.I
Space analytic      23.C
Space analytic covering      23.E
Space analytic measurable      270.C
Space analytic, in the sense of Behnke and Stein      23.E
Space analytically uniform      125.S
Space arcwise connected      79.B
Space at infinity (in affine geometry)      7.B
Space attaching      202.E
Space Baire      425.N
Space Baire zero-dimensional      273.B
Space Banach      37.A B
Space Banach analytic      23.G
Space base (of a fiber bundle)      147.B
Space base (of a fiber space)      148.B
Space base (of a Riemann surface)      367.A
Space base for      425.F
Space basic (of a probability space)      342.B
Space Besov      168.B
Space bicompact      408.S
Space biprojective      343.H
Space Boolean      42.D
Space Borel      270.C
Space boundary      112.E
Space bundle (of a fiber bundle)      147.B
Space C-analytic      23.E
Space C-covering      23.E
Space Cartan      152.C
Space Cartesian      140
Space Cech-complete      436.I
Space classifying (of a topological group)      147.G H
Space closed half-      7.D
Space co-connected      79.C
Space co-echelon      168.B
Space collectionwise Hausdorff      425.AA
Space collectionwise normal      425.AA
Space comb      79.A
Space compact      425.S
Space compact metric      273.F
Space complete      436.G
Space complete measure      270.D
Space complete product measure      270.H
Space complete uniform      436.G
Space completely normal      425.Q
Space completely regular      425.Q
Space complex Hilbert      197.B
Space complex interpolation      224.B
Space complex projective      343.D
Space complex, form      365.L
Space complexity      71.A
Space concircularly flat      App. A Table
Space configuration      126.L 402.G
Space conformal      76.A
Space conformally flat      App. A Table
Space conjugate (of a normed linear space)      37.D
Space conjugate (of a topological linear space)      424.D
Space connected      79.A
Space contractible      79.C
Space control (in catastrophe theory)      51.B
Space countable paracompact      425.Y
Space countably compact      425.S
Space countably Hilbertian      424.W
Space countably normed      424.W
Space covering      91.A
Space crystallographic, group      92.A
Space de Sitter      359.D
Space decision      398.A
Space developable      425.AA
Space Dieudonne complete topological      435.I
Space Dirichlet      338.Q
Space discrete metric      273.B
Space discrete topological      425.C
Space Douady      23.G
Space dual (of a C*-algebra)      36.G
Space dual (of a linear space)      256.G
Space dual (of a locally compact group)      437.J
Space dual (of a normed linear space)      37.D

Space dual (of a projective space)      343.B
Space dual (of a topological linear space)      424.D
Space echelon      168.B
Space eigen-      269.L 390.A
Space Eilenberg — Maclane      70.F
Space Einstein      364.D App. Table
Space elliptic      285.C
Space error      403.E
Space estimation      403.E
Space Euclidean      140
Space external (in static model in catastrophe theory)      51.B
Space fiber      72.II 48.B
Space finite type power series      168.B
Space Finsler      152.A
Space Fock (antisymmetric)      377.A
Space Fock (symmetric)      377.A
Space form      285.E 412.H
Space form Euclidean      412.H
Space form hyperbolic      412.H
Space form spherical      412.H
Space Frechet      37.O 424.I 425.CC
Space Frechet L-      87.K
Space Frechet — Uryson      425.CC
Space Frechet, in the sense of Bourbaki      37.O 424.I
Space fully normal      425.X
Space function      168.A 435.D
Space fundamental      125.S
Space G-      178.H 431.A
Space general analytic      23.G
Space generalized topological      425.D
Space generating (of a quadric hypersurface)      343.E
Space geometry      181
Space globally symmetric Riemannian      412.A
Space Green      193.N
Space group      92.A
Space group crystallographic      92.A
Space group equivalent      92.A
Space H-      203.D
Space H-closed      425.U
Space Haar      142.B
Space half- (of an affine space)      7.D
Space Hardy      168.B
Space Hausdorff      425.Q
Space Hausdorff uniform      436.C
Space hereditarily normal      425.Q
Space Hermitian hyperbolic      412.G
Space Hilbert      173.B 197.B
Space Hilbert, adjoint      251.E
Space Hilbert, exponential      377.D
Space Holder      168.B
Space holomorphically complete      23.F
Space hyperbolic      285.C 412.H
Space identification (by a partition)      425.L
Space indiscrete pseudometric      273.B
Space inductive limit      210.C
Space infinite lens      91.C
Space infinite type power series      168.B
Space infinite-dimensional      117.B
Space inner product      442.B
Space internal (in static model in catastrophe theory)      51.B
Space interpolation      224.A
Space irreducible symmetric Hermitian      412.A
Space isometric      273.B
Space JC-complete analytic      23.F
Space John — Nirenberg( = BMO)      168.B
Space k-      425.CC
Space Kawaguchi      152.C
Space Kolmogorov      425.Q
Space Kothe      168.B
Space Kuranishi      72.G
Space Kuratowski      425.Q
Space k’-      425.CC
Space L*-      87.K
Space L-      87.K
Space Lashnev      425.CC
Space lattice ordered linear      310.B
Space Lebesgue measure, with ( $\sigma$ -) finite measure      136.A
Space Lebesgue( = $L_p(\Omega)$ )      168.B
Space left coset (of a topological group)      423.E
Space left projective      343.H
Space left quotient (of a topological group)      423.E
Space lens      91.C
Space Lindelof      425.S
Space linear topological      424.A
Space Lipschitz      168.B
Space local moduli, of a compact complex manifold      72.G
Space local ringed      383.H
Space locally $\omega$ -connected      79.C
Space locally arcwise connected      79.B
Space locally compact      425.V
Space locally connected      79.A
Space locally contractible      79.C 204.C
Space locally convex Frechet      424.I
Space locally Euclidean      425.V
Space locally n-connected      79.C
Space locally symmetric      364.D
Space locally symmetric Riemannian      412.A
Space locally totally bounded uniform      436.H
Space locally trivial fiber      148.B
Space Loeb      293.D
Space loop      202.C
Space Lorentz      168.B
Space Luzin      22.I 422.CC
Space M-      425.Y
Space Mackey      424.N
Space mapping      202.C 435.D
Space maximal ideal (of a commutative Banach space)      36.E
Space measurable      270.C
Space measure      270.D
Space metric vector      256.H
Space metrizable topological      273.K
Space metrizable uniform      436.F
Space Minkowski      258.A
Space moduli      16.W72.G
Space Moishezon      16.W
Space momentum phase      126.L
Space Montel      424.O
Space Moor      273.K 425.AA
Space n-classifying (of a topological group)      147.G
Space n-connected      79.C 202.L
Space n-connective fiber      148.D
Space n-dimensional      117.B
Space n-simple      202.L
Space non-Euclidean      285.A
Space normal      425.Q
Space normal analytic      23.D
Space normed linear      37.B
Space NP-      71.E
Space nuclear      424.S
Space null      251.D
Space of absolute continuity      390.E
Space of closed paths      202.C
Space of constant curvature      364.D App. Table
Space of continuous mapping      435.D
Space of decision functions      398.A
Space of elementary events      342.B
Space of irrational numbers      22.A
Space of line elements of higher order      152.C
Space of singularity      390.E
Space of type S      125.T
Space orbit (of a G-space)      431.A
Space ordered linear      310.B
Space Orlicz      168.B
Space P-      425.Y
Space paracompact      425.S
Space parameter (for a family of probability measures)      398.A
Space parameter (of a family of compact complex manifolds)      72.G
Space parameter (of a probability distribution)      396.B
Space partition of a      425.L
Space path      148.C

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