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| Ito K. — Encyclopedic Dictionary of Mathematics |
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| Предметный указатель |
State(s) completeness of the scattering 150.D
State(s) equilibrium 136.H 340.B 419.A
State(s) even 415.H
State(s) fictitious 260.F
State(s) final 31.B
State(s) Gibbs 340.B
State(s) ground 402.G
State(s) in- 150.D 386.A
State(s) initial 31.B
State(s) instantaneous 260.F 261.B
State(s) internal 31.B
State(s) odd 415.H
State(s) of statistical control 404.A
State(s) out- 150.D 386.A
State(s) scattering 395.B
State(s) stable 260.F 394.A 404.A
State(s) stationary 340.C 351.D
State(s) sum over 402.D
State(s) unstable 394.A
State(s), equation of 419.A
State-space approach 86.A
Static model (in catastrophe theory) 51.B
Static model stable 51.B
Stationary capacity 213.F
Stationary curve (of a variation problem) 46.B
Stationary curve (of the Euler-Lagrange differential equation) 324.E
Stationary function 46.B
Stationary iterative process, linear 302.C
Stationary phase method 30.B
Stationary point (of an arc of class  ) 111.D
Stationary Poisson point process 407.D
Stationary process(es) 342.A 395
Stationary process(es) in the wider sense 395.A
Stationary process(es) strictly 395.A
Stationary process(es) strongly 395.A
Stationary process(es) weakly 395.A
Stationary process(es) weakly, of degree k 395.I
Stationary process(es), shift associated with 136.D
Stationary random distribution strictly 395.H
Stationary random distribution strongly 395.F 395.H
Stationary random distribution weakly 395.C
Stationary source 213.C
Stationary state 340.C 351.D
Stationary value (of a function) 106.L
Stationary variational inequality 440.B
Stationary wave 446
Statistic 396
Statistic 1-dimensional 396.B
Statistic ancillary 396.H 401.C
Statistic Hotelling’s  280.B
Statistic invariant 396.H
Statistic Kolmogorov — Smirnov test 374.E
Statistic maximal invariant 396.I
Statistic minimal sufficient 396.I
Statistic n-dimensional 396.B
Statistic necessary and sufficient 396.E
Statistic order 396.C
Statistic selection 396.F
Statistic t- 374.B
Statistic U- 374.I
Statistical control, state of 404.A
Statistical data analysis 397.A
Statistical decision function 398
Statistical decision problem 398.A
Statistical decision procedure 398.A
Statistical estimation 399 App. Table
Statistical experiment 398.G
Statistical genetics 40.B
Statistical hypothesis 400.A
Statistical hypothesis testing 400 App. Table
Statistical inference 401
Statistical mechanics 342.A 402
Statistical mechanics classical 402.A
Statistical mechanics equilibrium 402.A
Statistical mechanics Markov 340.C
Statistical mechanics of irreversible processes 402.A
Statistical mechanics quantum 402.A
Statistical model 403
Statistical planning 102.A
Statistical quality control 404
Statistical structure 396.E
Statistical structure dominated 396.F
Statistical thermodynamics 402.A
Statistics 397.C
Statistics and spin, connection of 150.D
Statistics Bose 377.B 402.E
Statistics Fermi 377.B 402.E
Staudt algebra 343.C
Staudt, Karl Georg Christian von(1798-1867) 267 343.C 450.J
Stavroudis, Orestes Nicholas(1923-) 180.r
Stearns, Richard Edwin(1936-) 75.r
Stechkin, Sergei Borisovich(1920-) 211.r 336.C
Steel, J. 22.F
Steele, John Hyslop(1926-) 263.D
Steen, Lynn Arthur(1941-) 425.r
Steenbrink, Joseph H.M.(1947-) 9.J
Steenrod algebra 64.B
Steenrod axioms, Eilenberg — 201.Q
Steenrod isomorphism theorem, Hurewicz — 148.D
Steenrod operator App. A Table
Steenrod pth power operation 64.B
Steenrod square operation 64.B
Steenrod, Norman Earl(1910-1971) 52.r 56.r 64.A 64.B 64.r 70.F 70.r 91.r 147.r 148.D 201.A 201.C 201.Q 201.R 210.r 305.A 305.r 426.* 426.r 442.r
Steepest descent, curve of 46.A
Steepness, wave 205.F
Steffensen, John F. 223.r
Stegall, Charles 443.H
Stegun, Irene A.(1919-) NTR
Stein continuation theorem, Remmert — 23.B
Stein decomposition, Fefferman — 168.B
Stein lemma, Hunt — 400.F
Stein manifold 21.L
Stein manifold, fundamental theorems of 21.L 72.E
Stein space 23.F
Stein theorem, Behnke — 21.H
Stein theorem, Lehmann — 400.B
Stein, analytic space in the sense of Behnke and 23.E
Stein, Charles M. 280.D 280.r 398.r 399.G 399.r 400.B 400.F
Stein, Elias M.(1931-) 159.G 168.B 168.r 224.B 224.E 224.r 251.r 437.V 437.DD
Stein, Karl(1913-) 20 21.H 21.L 21.M 21.Q 23.B 23.E 23.F 72.E 367.B 367.G 367.I
Steinberg formula (on representation of compact Lie groups) 248.Z
Steinberg group 237.J
Steinberg symbol 237.J
Steinberg type 13.O
Steinberg, Robert(1922-) 13.O 151.I 237.J 248.Z App.B Table
Steinbuch, Karl 95.r
Steiner problem 179.A
Steiner symmetrization 228.B
Steiner, Jakob(1796-1863) 78.K 89.C 179.A 179.B 181 228.B 267
Steinhaus theorem, Banach — (in a Banach space) 37.H
Steinhaus theorem, Banach — (in a topological linear space) 424.J
Steinhaus, Hugo(1887-1972) 37.H 317.r 424.J
Steinitz, Ernst(1871-1928) 8 149.I 149.r 172.A 357.r
Steinmann, Othmar Viktor(1932-) 150.D
Step size (in numerical solution) 303.B
Step, fractional 304.F
Step-by-step method 163.D
Step-down operator 206.B
Step-up operator 206.B
Stepanov, Sergei Aleksandrovich 450.P
Stepanov, Vyacheslav Vasil’evich(1889-1950) 18.A 18.r 126.E 126.r 394.r
Stephan, Frederick F. 280.J
Stepin, Anatolii Mikhailovich(1940-) 136.E 136.G 136.H
Stereographic projection 74.D
Stern, A. 297.D
Sternberg, S.H. 346.r
Sternberg, Shlomo(1936-) 105.r 111.r 126.G 126.r 132.r 191.r 274.r 325.L 428.F 428.G 428.r 431.r
Stetter, Hans J.(1930-) 303.r
Stevin, Simon(1548-1620) 360
Stewart, F.M. 22.H
| Stewart, Gilbert W., III 298.r
Stewart, Ian Nicholas(1945-) 51.r
Stickelberger, Ludwig(1850-1936) 2.B
Stiefel manifold 199.B
Stiefel manifold complex 199.B
Stiefel manifold infinite 147.I
Stiefel manifold of k-frames 199.B
Stiefel manifold of orthogonal k-frames 199.B
Stiefel manifold real, of k-frames 199.B
Stiefel manifold real, of orthogonal k-frames 199. B
Stiefel — Whitney class (of a differentiable manifold) 56.F 147.M
Stiefel — Whitney class (of a topological manifold) 56.F
Stiefel — Whitney class (of an  -bundle) 56.B
Stiefel — Whitney class (of an O(n)-bundle) 147.M
Stiefel — Whitney class total 56.B
Stiefel — Whitney class universal 56.B
Stiefel — Whitney number 56.F
Stiefel, Eduard Ludwig(1909-1978) 55.r 56.A 56.B 56.F 65.B 147.A 147.I 147.M 199.B 302.D
Stieltjes integral 94.E
Stieltjes integral Lebesgue — 94.C 166.C
Stieltjes integral Riemann — 94.B 166.C
Stieltjes measure, Lebesgue — 166.C 270.L
Stieltjes moment problem 240.K
Stieltjes theorem 133.C
Stieltjes transform 220.D
Stieltjes transform Fourier — 192.B 192.O
Stieltjes transform Laplace — 240.A
Stieltjes, Thomas Joannes(1856-1894) 94.A—C 133.C 166.C 192.D 192.Q 220.D 240.A 240.K 270.L
Stiemke theorem 255.B
Stiemke, Erich 255.B 255.E
Stiff 303.G
Stiff in an interval 303.G
Stiff-stability 303.G
Stiffness matrix 304.C
Stiffness ratio 303.G
Stigum, Bernt Petter(1931-) 44.r
Stimulus-sampling model, Estes 342.H 346.G
Stirling formula 174.A 212.C App. Table
Stirling interpolation formula App. A Table
Stirling number of the second kind 66.D
Stirling, James(1692-1770) 66.D 174.A 223.C App.A Tables 21.I
Stochastic calculus 406.A
Stochastic control 342.A 405
Stochastic differential 406.C
Stochastic differential equation 342.A
Stochastic differential equation linear (LSDE) 405.G
Stochastic differential equation of Markovian type 406.D
Stochastic differential of Stratonovich type 406.C
Stochastic filtering 324.A 405.F
Stochastic inference, graphical method of 19.B
Stochastic integral 261.E 406.B
Stochastic integral of Ito type 406.C
Stochastic integral of Stratonovich type 406.C
Stochastic Ising model 340.C
Stochastic matrix 260.A
Stochastic maximum principle 405.D
Stochastic model 264
Stochastic moving frame 406.G
Stochastic paper 19.B
Stochastic process(es) 342.A 407
Stochastic process(es) generalized 407.C
Stochastic process(es) with stationary increments of order n 395.I
Stochastic programming 264.C 307.C 408
Stochastic programming two-stage 408.A
Stochastically larger (random variable) 371.C
Stoer, Josef(1934-) 303.F
Stoilow compactification, Kerekjarto — 207.C
Stoilow type (compactification) 207.B
Stoilow, Simion 207.B 207.C 367.r
Stoka, MariusIon(1934-) 218.r
Stoker, James Johnston(1905-) 111.r 205.r
Stokes approximation 205.C
Stokes assumption 205.C
Stokes differential equation 167.E 188.E
Stokes equation, general Navier — 204.F
Stokes equation, Navier — 204.B 205.C
Stokes formula 94.F 105.O App. Table
Stokes formula Green — 94.F
Stokes initial value problem, Navier — 204.B
Stokes multiplier 254.C
Stokes phenomenon 254.C
Stokes theorem App. A Table
Stokes wave 205.F
Stokes, George Gabriel(1819-1903) 94.F 105.U 167.E 188.E 204.B 204.C 204.F 205.C 205.F 254.D App.A Table
Stoll, Wilhelm Friedrich(1923-) 21.N 272.L
Stolz path (in a plane domain) 333.B
Stolz, differentiable in the sense of 106.G
Stolz, Otto(1842-1905) 106.G 333.B
Stolzenberg, Gabriel 164.F
Stone integrable function, Daniell — 310.I
Stone integral, Daniell — 310.I
Stone theorem 378.C 425.X 437.R
Stone theorem, Weierstrass — 168.B
Stone — Cech compactification 207.C 425.T
Stone — Gel’fand theorem 168.B
Stone — Titchmarsh — Kodaira theory, Weyl — 112.O
Stone, Arthur Harold(1916-) 22.r 273.K 425.X 425.CC
Stone, Charles J. 5.F
Stone, HaroldS.(1938-) 96.r
Stone, Marshall Harvey(1903-) 42.D 112.O 162 168.B 197.r 207.C 251.r 310.I 378.C 390.r 425.T
Stong, Robert Evert(1936-) 114.r 237.H
Stopping rule 398.F
Stopping time 261.B 407.B
Stopping, optimal 405.E
Stora, Raymond Felix(1930-) 150.G
Storage, push-down 96.E
Stored program principle 75.B
Storer, James Edward(1927-) 282.r
Stormer inequality, Powers — 212.B
Stormer, Erling(1937-) 212.B
Stout, Edgar Lee(1938-) 164.r
Stracke, Gustav(1887-) 309.r
Straight angle 139.D
Straight line solution 420.B
Straight line(s) 93.A 155.B
Straight, G-space is 178.H
Straightening of the angle 114.F
strain 271.G
Strain tensor 271.G
Strain, shearing 271.G
Strang, Wiliam Gilbert(1934-) 300.r 304.r
Strange Attractor 126.N
Strassen invariance principle 250.E
Strassen, Volker(1936-) 250.E
Strategic variable 264
Strategy (strategies) 33.F 108.B 108.C 173.C
Strategy behavior 173.B
Strategy local 173.B
Strategy mixed 173.C
Strategy pair 108.B
Strategy pure 173
Strategy winning 33.F
Stratifiable space 425.Y
Stratification, Whitney 418.G
Stratified sampling 373.E
Stratila(Stratila), Serban 308.r
Stratonovich type, stochastic differential of 406.C
Stratonovich type, stochastic integral of 406.C
Stratonovich, Ruslan Leont’evich(1930-) 115.D 406.C
Stratton, Julius Adams(1901-) 130.r 133.r
Stratum  -constant 418.E
Stratum (strata) 373.E 418.G
Strauss, Walter A.(1937-) 286.C 345.A
Stray, Arne(l944-) 164.J
Strcbel, Kurt O.(1921-) 352.C
Stream function 205.B
Stream lines 205.B
Streamlined (body) 205.C
Streater, Raymond F.(1936-) 150.r 386.r
Street, Anne Penfold(1932-) 241.r
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