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| Ito K. — Encyclopedic Dictionary of Mathematics |
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| Предметный указатель |
Algebra, W- 308.C
Algebra, weak Dirichlet 164.G
Algebraic addition formula 3.M
Algebraic algebra 29.J
Algebraic analysis 125.A
Algebraic branch point (of a Riemann surface) 367.B
Algebraic closure of a field 149.I
Algebraic closure separable 257.E
Algebraic correspondence 9.H 16.I
Algebraic correspondence, group of classes of 9.H
Algebraic curves 11.A
Algebraic curves, irreducible 11.B
Algebraic curves, plane 9.B
Algebraic cycles 450.Q
Algebraic differential equation 113 288.A
Algebraic dimension (of a compact complex manifold) 74.F
Algebraic element (of a field) 149.E
Algebraic equations 10 App. Table
Algebraic equations in m unknowns 10.A
Algebraic extension 149.E
Algebraic family (of cycles on an algebraic variety) 16.R
Algebraic fiber space 72.I
Algebraic function 11.A
Algebraic function field in n variable 149.K
Algebraic function field over k of dimension l 9.D
Algebraic function field over k of transcendence degree 1 9.D
Algebraic function field,  -function of 450.P
Algebraic fundamental group 16.U
Algebraic geometry 12.A
Algebraic group variety 13.B
Algebraic groups 13
Algebraic groups, absolutely simple 13.U
Algebraic groups, affine 13.A
Algebraic groups, almost simple 13.U
Algebraic groups, connected 13.A
Algebraic groups, isogenous 13.A
Algebraic groups, k-almost simple 15.O
Algebraic groups, k-anisotropic 13.G
Algebraic groups, k-compact 13.G
Algebraic groups, k-isotropic 13.G
Algebraic groups, k-quasisplit 13.O
Algebraic groups, k-simple 13.O
Algebraic groups, k-solvable 13.F
Algebraic groups, k-split 13.N
Algebraic groups, linear 13.A
Algebraic groups, nilpotent 13.F
Algebraic groups, reductive 13.I
Algebraic groups, semisimple 13.I
Algebraic groups, simple 13.L
Algebraic groups, solvable 13.F
Algebraic groups, unipotent 13.E
Algebraic homotopy group 16.U
Algebraic integer 14.A
Algebraic K-theory 237.J
Algebraic K-theory higher 237. J
Algebraic Lie algebra 13.C
Algebraic linear functional 424.B
Algebraic multiplicity (of an eigenvalue) 309.B
Algebraic number 14.A
Algebraic number fields 14
Algebraic number fields, relative 14.I
Algebraic pencil 15.C
Algebraic point (over a field) 369.C
Algebraic scheme 16. D
Algebraic sheaf, coherent 16.E 72.F
Algebraic singularity (of an analytic function) 198.M
Algebraic solution (of an algebraic equation) 10.D
Algebraic space 16.W
Algebraic subgroup 13.A
Algebraic surfaces 15
Algebraic system in the wider sense 409.B
Algebraic system of r equations 10
Algebraic topology 426
Algebraic torus 13.D
Algebraic varieties 16 16.C
Algebraic varieties, abstract 16.C
Algebraic varieties, affine 16.A
Algebraic varieties, complex 16.T
Algebraic varieties, normal 16.F
Algebraic varieties, product 16. A
Algebraic varieties, projective 16.A
Algebraic varieties, quasi-affine 16.C
Algebraic varieties, quasiprojective 16.C
Algebraically closed (in a field) 149.I
Algebraically closed field 149.I
Algebraically closed field quasi- 118.F
Algebraically dependent (on a family of elements of a field) 149.K
Algebraically dependent elements (of a ring) 369.A
Algebraically equivalent cycles 16.R
Algebraically equivalent to 0 (a divisor on an algebraic variety) 16.P
Algebraically independent (over a field) 149.K
Algebraically independent elements (of a ring) 369.A
Algebraically simple eigenvalue 390.E
Algebroidal function(s) 17
Algebroidal function(s) entire 17.B
Algebroidal function(s) k-valued 17.A
Algorithm 97 356.C
Algorithm division 297.A
Algorithm division (of polynomials) 337.C
Algorithm dual simplex 255.F
Algorithm euclidean 297.A
Algorithm Euclidean (of polynomials) 337.D
Algorithm fractional cutting plane 215.B
Algorithm greedy 66.G
Algorithm heuristic 215.E
Algorithm partitioning 215.E
Algorithm primal-dual 255.F
Algorithm variable-step variable-order (VSVO) 303.E
Algorithm, composite simplex 255.F
Aliases 102.I
Alignment chart 19.D
Alinhac, Serge(1948-) 345.A
All-integer 215.B
All-integer algorithm 215.B
All-integer programming problem 215.A
Allard, William Kenneth(1941-) 275.G
Allendoerfer, Carl Bennett(1911-1974) 109 365.E
Allied series (of a trigonometric series) 159.A
Allocation process, multistage 127.A
Allocation, optimum 373.E
Allowed homomorphism (between A-modules) 277.E
Allowed submodule 277.C
Almgren, Frederick Justin, Jr.(1933-) 275.A 275.F 275.G 275.r 334.F
Almost all 342.B
Almost all points of a variety 16.A
Almost certainly converge 342.D
Almost certainly occur 342.B
Almost complex manifold 72.B
Almost complex manifold stably 114.H
Almost complex manifold weakly 114.H
Almost complex structure 72.B
Almost complex structure tensor field of (induced by a complex structure) 72.B
Almost conformal 275.C
Almost contact manifold 110.E
Almost contact metric structure 110.E
Almost contact structure 110.E
Almost effective action (on a set) 415.B
Almost effectively (act on a G-space) 431.A
Almost everywhere converge 342.D
Almost everywhere hold (in a measure space) 270.D
Almost finite memory channels 213.F
Almost G-invariant statistic 396.I
Almost invariant test 400.E
Almost parallelizable manifold 114.I
Almost periodic (motion) 126.D
Almost periodic differential equation 290.A
Almost periodic functions 18
Almost periodic functions analytic 18.D
Almost periodic functions in the sense of Bohr 18.B
Almost periodic functions on a group 18.F
| Almost periodic functions uniformly 18.B
Almost periodic functions with respect to  18.C
Almost periodic group, maximally 18.I
Almost periodic group, minimally 18.I
Almost simple algebraic group 13.L
Almost simple algebraic group k- 13.O
Almost subharmonic 193.T
Almost surely converge 342.D
Almost surely occur 342.B
Almost symplectic structure 191.B
Alphabet 31.B 63.A 213.B
Alternate angles 139.D
Alternating contravariant tensor 256.N
Alternating covariant tensor 256.N
Alternating direction implicit (ADI) method 304.F
Alternating function 337.I
Alternating group of degree n 151.G
Alternating knot 235.A
Alternating law (in a Lie algebra) 248.A
Alternating matrix 269.B
Alternating multilinear form 256.H
Alternating multilinear mapping 256.H
Alternating polynomial 337.I
Alternating polynomial simplest 337.I
Alternating series 379.C
Alternating tensor field 105.O
Alternative (in game theory) 173.B
Alternative algebra 231.A
Alternative field 231.A
Alternative hypothesis 400.A
Alternative theorem, Fredholm 68.E 217.F
Alternizer 256.N
Altitude (of a commutative ring) 67.E
Altitude theorem, Krull 284.A
Altman, Allen B. 16.r
Amalgamated product (of a family of groups) 190.M
Amalgamated sum 52.G
Amari, Shun-ichi(1936-) 399.O
Ambient isotropic 65.D
Ambient isotropy 65.D
Ambig class (of a quadratic field) 347.F
Ambig ideal (of a quadratic field) 347.F
Ambiguous point 62.D
Ambrose, Warren(1914-) 136.D
Amemiya, Ichiro(1923-) 72.r
Amicable number 297.D
Amitsur cohomology group 200.P
Amitsur complex 200.P
Amitsur, Shimshon A.(1921-) 200.P
Amount insured 214.A
Amount of inspection, expected 404.C
Amount of insurance 214.A
Ampere equations, Monge 278 App. Table
Ampere transformation 82.A
Ampere, Andre-Marie(1775-1836) 82.A 107.B 278.A
Amphicheiral knot 235.A
Ample divisor 16.N
Ample divisor, very 16.N
Ample linear system 16.N
Ample linear system, very 16.N
Ample over S (of a sheaf on a scheme) 16.E
Ample over S relatively 16.E
Ample over S, very 16.E
Ample vector bundle 16.Y
Amplification matrix 304.F
Amplification operator of a scheme 304.F
Amplitude (function) App. A Table
Amplitude (of a wave) 446
Amplitude (of an oscillation) 318.A
Amplitude (of time series data) 397.N
Amplitude Feynman 146.B
Amplitude function (of a Fourier integral operator) 274.C 345.B
Amplitude of a complex number) 74.C
Amplitude partial wave scattering 375.E
Amplitude probability 351.D
Amplitude scattering 375.C 375.E 386.B
Amrein, Werner O. 375.B 375.r
AMU estimator, kth-order 399.O
Analog computation 19
Analog computers 19.E
Analog computers electronic 19.E
Analog of de Rham’s theorem 21.L
Analog quantity 138.B
Analog simulation 385.A
Analog, difference 304.E
Analysis 20
Analysis activity 376
Analysis algebraic 125.A
Analysis backward 138.C
Analysis backward error 302.B
Analysis combinatorial 66.A
Analysis consistency of 156.E
Analysis design-of-experiment 403.D
Analysis dimensional 116
Analysis Diophantine 296.A
Analysis experimental 385.A
Analysis factor 280.G
Analysis forward 138.C
Analysis function 20
Analysis functional 162
Analysis functional, nonlinear 286
Analysis harmonic (on locally compact Abelian groups) 192.G
Analysis intrablock 102.D
Analysis microlocal 274.A 345.A
Analysis multivariate 280
Analysis numerical 300
Analysis of a network 282.C
Analysis of variance 400.H 403.D
Analysis of variance multivariate 280.B
Analysis of variance table 400.H
Analysis principal component 280.F
Analysis regression 403.D
Analysis spectral 390.A
Analysisconvex 88
Analytic (function) 21.B 21.C 198.A 198.H
Analytic (predicate) 356.H
Analytic almost periodic function 18.D
Analytic automorphism 21.J
Analytic capacity 169.F
Analytic complex, structure 72.A
Analytic continuation 198.G
Analytic continuation along a curve 198.I
Analytic continuation direct 198.G
Analytic continuation in the wider sense 198.O
Analytic continuation, uniqueness theorem of 198.I
Analytic covering space 23.E
Analytic curve in a Euclidean plane 93.B
Analytic curve in an analytic manifold 93.B
Analytic differential (on a Riemann surface) 367.H
Analytic fiber bundle complex 147.O
Analytic fiber bundle real 147.O
Analytic functions 198.A 198.H
Analytic functions in the sense of Weierstrass 198.I
Analytic functions in the wider sense 198.O
Analytic functions inverse 198.L
Analytic functions many-valued 198.J
Analytic functions multiple-valued 198.J
Analytic functions n-valued 198.J
Analytic functions of several complex variables 21.B 21.C
Analytic functions real 106.K 198.H
Analytic functions, complex 198.H
Analytic geometry 181
Analytic hierarchy 356.H
Analytic homomorphism (between Lie groups) 249.N
Analytic index of a elliptic complex 237.H
Analytic index of an elliptic differential operator 237.H
Analytic isomorphism 21.J
Analytic isomorphism between Lie groups 249.N
Analytic manifold complex 72.A
Analytic manifold real 105.C
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