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Ito K. — Encyclopedic Dictionary of Mathematics
Ito K. — Encyclopedic Dictionary of Mathematics



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Название: Encyclopedic Dictionary of Mathematics

Автор: Ito K.

Аннотация:

When the first edition of the Encyclopedic Dictionary of Mathematics appeared in 1977, it was immediately hailed as a landmark contribution to mathematics: "The standard reference for anyone who wants to get acquainted with any part of the mathematics of our time" (Jean Dieudonné, American Mathematical Monthly).


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 2nd edition

Год издания: 1987

Количество страниц: 2120

Добавлена в каталог: 18.03.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Bauer, Friedrich Ludwig(1924-)      302.r
Bauer, Heinz(1928-)      193.U
Baum, Paul Frank(1936-)      366.E 427.B
Bayer, Pilar      450.r
Bayes estimator      399.G
Bayes formula      342.F 405.I
Bayes risk      398.B
Bayes solution      398.B
Bayes solution in the wider sense      398.B
Bayes solution, generalized      398.B
Bayes sufficient $\sigma$-field      396.J
Bayes, Thomas(1702-1761)      342.A 342.F 396.J 398.B 399.F 401.B 401.E 403.G 405.I
Bayesian approach      401.B
Bayesian model      403.G
Bazilevich, Ivan Evgen’evich      438.B
BCH (Base — Chaudhuri — Hooquenghem) code      63.D
BDH (Brown — Douglas — Fillmore) theory      36.J 390.J
BDI, type (symmetric Riemannian spaces)      412.G
BDII, type (symmetric Riemannian spaces)      412.G
Beale, E.M.L.      292.r 349.r
Beals, Richard William(1938-)      320.r 345.A 345.B
Beardon, Alan Frank(1940-)      234.r
Beatley, Ralph      139.r
Beauville, Arnaud(1947-)      15.r
Bebutov, M.      126.E
Becchi, C.M.      150.G
Beck, James V.      200.Q 200.r
Beckenbach, Edwin Ford(1906-1982)      21 l.r
Becker, Oskar Joachim(1889-1964)      156.r 187.r
Beckmann, Petr(1924-)      332
Bede Venerabilis(673-735)      372
Beer, Stafford(1926-)      95.r
Beeson, H.      275.C
Beez, R.      365.E
Behavior strategy      173.B
Behavior, Regge      386.C
Behind-the-moon argument      351.K
Behnke — Stein theorem      21.H
Behnke — Stein, analytic space in the sense of      23.E
Behnke, Heinrich(1898-1979)      21.H 21.Q 23.E 198.r 367.B 367.G 367.I 367.r
Behrends, Ralph Eugene(1926-)      132.r
Behrens — Fisher problem      400.G
Behrens, W.V.      400.G
Belardinelli, Giuseppe      206.r
Belavin, A.A.      80.r
Belinfante, Frederik J.      150.B
Bell inequality      351.L
Bell number      177.D
Bell, Eric Temple(1883-1960)      177.D
Bell, James Frederick(1914-)      33.r
Bell, John Stewart(1928-)      351.L
Bell, Steve      344.D
Bellissard, Jean Vincent(1946-)      351.L
Bellman equation      405.B
Bellman function      127.G
Bellman principle      405.B
Bellman, Richard(Ernest)(1920-1984)      86.A 86.F 127.A 127.D 127.E 127.G 127.r 163.B 211.r 291.r 314.r 394.r 405.B 405.r
Belong (to a set)      381.A
Belong to the lower class with respect to local continuity      45.F
Belong to the lower class with respect to uniform coninuity      45.F
Belong to the upper class with respect to local continuity      45.F
Belong to the upper class with respect to uniform continuity      45.F
Belov, Nikolai Vasil’evich(1891-)      92.r
Beltrami differential equation      352.B
Beltrami differential operator of the first kind      App. A Table
Beltrami differential operator of the second kind      App. A Table
Beltrami operator, Laplace —      194.B
Beltrami, Eugenio(1835-1900)      109 194.B 285.A 352.B App.A Table
Belyaev, Yurii Konstantinovich(1932-)      176.G
Bendat, Julius S.(1923-)      212.r
Bender, Helmut(1942-)      151.J
Benders, J.F.      215.r
Bendikson(Bendixson), Ivar Otto(1861-1936)      107.A 126.I
Bengel, Gunter(1939-)      112.D
Benilan, Philippe(1940-)      162
Bensoussan, Alain(1940-)      405.r
Berard—Bergery, Lionel(1945-)      364.r
Berens, Hubert(1936-)      224.E 224.r 378.r
Berezin, Feliks Aleksandrovich(1931-1980)      377.r
Berg, Christian(1944-)      338.r
Berg, Ira David(1931-)      331.E 390.I
Berge, Claude(1926-)      186.r 281.r 282.r
Berger, Charles A.(1937-)      251.K 251.L
Berger, James Orvis(1950-)      398.r
Berger, M.(I926-)      109.* 109.r 178.A 178.C 391.B 391.C 391.r
Berger, Melvyn(1939-)      286.r
Berger, Toby(1940-)      213.E
Bergh,Joeran(1941-)      224.r
Bergman kernel function      188.G
Bergman metric      188.G
Bergman, Stefan(1895-1977)      21.Q 77.r 188.G 188.r 326.C
Berkovitz, Leonard D.(1924-)      86.F 108.A 108.B
Berlekamp, Elwyn R.(1940-)      63.r
Bernays — Goedel set theory      33.A
Bernays, Paul Isaak(1888-1977)      33.A 33.C 33.r 97.* 156.r 411.J 411.r
Bernoulli differential equation      App. A Table
Bernoulli family      20 38 107.A 266
Bernoulli lemniscate      93.H
Bernoulli loosely      136.F
Bernoulli method      301.J
Bernoulli monotonely very weak      136.F
Bernoulli number      177.B
Bernoulli polynomial      177.B
Bernoulli process      136.E
Bernoulli process very weak      136.E
Bernoulli process weak      136.E
Bernoulli sample      396.B
Bernoulli shift      136.D
Bernoulli shift, generalized      136.D
Bernoulli spiral      93.H
Bernoulli theorem      205.B
Bernoulli trials, sequence of      396.B
Bernoulli, Daniel(1700-1782)      20 38 205.B 301.J 342.A 396.B
Bernoulli, Jakob(1654-1705)      38 46.A 93.H 136.D—F 177.B 250.A 342.A 379.I App.A Table App.B Table
Bernoulli, Jakob(1759-1789)      38
Bernoulli, Johann(1667-1748)      38 46.A 93.H 163.B 165.A
Bernoulli, Johann(1710-1790)      38
Bernoulli, Johann(1744-1807)      38
Bernoulli, Nikolaus(1687-1759)      38
Bernoulli, Nikolaus(1695-1726)      38
Bernshtein polynomial      366.A 418.H
Bernshtein polynomial, Sato —      125.EE
Bernshtein problem      275.F
Bernshtein problem, generalized      275.F
Bernshtein theorem (on cardinal numbers)      49.B
Bernshtein theorem (on minimal surfaces)      275.F
Bernshtein theorem (on the Laplace transform)      240.E
Bernshtein, I.N.      125.EE 154.Gm 418
Bernshtein, Sergei Natanovich(1880-1968)      49.B 58.E 196 240.E 255.D 261.A 275.A 275.F 323.I 334.C 336.A 336.C 336.F
Bernshtein, Vladimir      12l.r
Bernshteln inequality (for trigonometric polynomials)      336.C
Bernstein, Allen R.      276.E 276.r 293.D
Bernstein, Felix(1878-1956)      228.A
Berry, G.G.      319.B
Berry, L.Gerard(1948-)      40.D
Bers area theorem      234.D
Bers, Lipman(1914-)      21.r 23.r 111.r 122.I 122.r 204.G 234.D 234.r 275.A 320.r 326.r 327.r 352.B—E 352.r 367.r 416.* 416.r
Berstel, Jean(1941-)      31.r
Berthelot, Pierre(1943-)      16.r 366.r 450.Q
Bertini theorems      15.C
Bertini, Eugenio(1846-1933)      15.C
Bertrand conjecture      123.A
Bertrand curve      111.F
Bertrand, Joseph Louis Francois(1822-1900)      111.F 123.A
Berwald, L.(1883-?)      152.C
Berztiss, Alfs T.      96.r
Besikovich(Besicovitch), Abram Samoilovich(1891-1970)      18.A 18.C 246.K
Besov embedding theorem, Sobolev —      168.B
Besov space      168.B
Besov, Oleg Vladimirovich(1933-)      168.B 168.r
Bessaga — Pelczynski theorem      443.D
Bessaga, Czeslaw(1932-)      286.D 443.D
Besse, Arthur L.      109.r 178.r
Besse, J.      198.N
Bessel differential equation      39.B App. Table
Bessel formula, Hansen —      App. A Table
Bessel function(s)      39 App. Table
Bessel function(s), half      39.B
Bessel function(s), modified      39.G
Bessel function(s), spherical      39.B
Bessel inequality      197.C
Bessel integral      39.B
Bessel interpolation formula      App. A Table
Bessel series, Fourier —      39.D
Bessel transform, Fourier —      39.D
Bessel, Friedrich Wilhelm(1784-1846)      39.A 39.B 39.D 39.G 197.C 223.C App.A Tables 19.III 19.IV 21.III 21.IV
Besson, Gerard(1955-)      391.F
Best (statistical decision function)      398.B
Best approximation (in evaluation of functions)      142.B
Best approximation (of a continuous function)      336.B
Best approximation (of an irrational number)      83.B
Best approximation in the sense of Chebyshev      336.H
Best asymptotically normal estimator      399.K
Best invariant estimator      399.I
Best linear unbiased estimator (b.l.u.e.)      403.E
Best polynomial approximation (in the sense of Chebyshev)      336.H
Beta density      397.D
Beta distribution      341.D App. Table
beta function      174.C App. Table
Beta function, incomplete      174.C App. Table
Beta-model, Luce      346.G
Better, uniformly (statistical decision function)      398.B
Betti group (of a complex)      201.B
Betti number of a commutative Noetherian ring      200.K
Betti number of a complex      201.B
Betti, Enrico(1823-1892)      105.A 200.K 201.A 201.B 426
Between (two points in an ordered set)      311.B
Between-group variance      397.L
Beurling generalized distribution      125.U
Beurling — Kunugui, theorem, Iversen —      62.B
Beurling, Arne(Karl-August)(1905-)      62.B 62.E 125.A 125.U 143.A 164.G 164.I 169.E 192.Q 251.L 338.Q 338.r 352.C
Bezout theorem      12.B
Bezout, Etienne(1739-1783)      9.B 12.B
Bhaskara(1114-1185)      209 296.A
Bhatia, Nam Parshad(1932-)      86.r 126.r
Bhattacharya, Rabindra Nath(1937-)      374.F 374.r
Bhattacharyya inequality      399.D
Bhattacharyya, A.      399.D 399.r
Biadditive mapping      277.J
Bialgebra      203.G
Bialgebra homomorphism      203.G
Bialgebra quotient      203.G
Bialgebra semigroup      203.G
Bialgebra universal enveloping      203.G
Bianchi identities      80.J 417.B App. Table
Bianchi, Luigi(1856-1928)      80.J 365.J 417.B
Bias      399.C
Biaxial spherical harmonics      393.D
BIBD (balanced incomplete block design)      102.E
Bicharacteristic curve      325.A
Bicharacteristic strip      320.B
Bickel, Peter John(1940-)      371.r
Bicompact      425.S
Bicomplex      200.H
Bidal, Pierre      194.F
Bieberbach conjecture      438.C
Bieberbach, Ludwig(1886-1982)      43.r 77.E 89.C 92.F 92.r 107.r 179.B 179.r 198.r 254.r 288.r 339 429.r 438.B 438.C
Biedenharn, Lawrence C.(1922-)      353.r
Biehler equality, Jacobi —      328
Biequicontinuous convergence, topology of      424.R
Biezeno, Cornells Benjamin(1888-1975)      19
Bifurcation equation      286.V
Bifurcation method      290.D
Bifurcation point (in bifurcation theory)      126.M 286.R
Bifurcation point (in nonlinear integral equations)      217.M
Bifurcation set      51.F 418.F
Bifurcation theorem, Hopf      286.U
Bifurcation theory      286.R
Bifurcation, Hopf      126.M
Biggeri, Carlos      121.C
Biggs, Norman Linstead(1941—)      157.r
Biharmonic (function)      193.O
Biholomorphic mapping      21.J
Biideal      203.G
Bijection (in a category)      52.D
Bijection (of sets)      381.C
Bijective mapping      381.C
Bilateral network      382.C
Bilinear form (on linear spaces)      256.H
Bilinear form (on modules)      277.J
Bilinear form (on topological linear spaces)      424.G
Bilinear form associated with a quadratic form      256.H
Bilinear form nondegenerate      256.H
Bilinear form symmetric (associated with a quadratic form)      348.A
Bilinear form, matrix of      256.H
Bilinear functional      424.G
Bilinear functional, integral      424.R
Bilinear Hamiltonian      377.A
Bilinear mapping (of a linear space)      256.H
Bilinear mapping (of a module)      277.J
Bilinear mapping canonical (on tensor products of linear spaces)      256.I
Bilinear programming      264.D
Bilinear relations, Hodge — Riemann      16.V
Billera, Louis J.(1943-)      173.E
Billingsley, Patrick P.(1925-)      45.r 136.r 250.r 341.r 374.r
Bimatrix game      173.C
Bimeasurable transformation      136.B
Bimodular germ (of an analytic function)      418.E
Bimodule      277.D
Bimodule $\mathbf{A}$-$\mathbf{B}$-      277.D
Binary quadratic form(s)      348.M
Binary quadratic form(s), primitive      348.M
Binary quadratic form(s), properly equivalent      348.M
Binary relation      358.A 411.G
Binding energy      351.D
Binet formula (on Fibonacci sequence)      295.A
Binet formula (on gamma function)      174.A
Binet, Jacques Philippe Marie(1786-1856)      174.A 295.A
Bing, Rudolf H.(1914-86)      65.F 65.G 79.D 273.K 382.D 425.AA
Binomial coefficient      330 App. Table
Binomial coefficient series      121.E
Binomial distribution      341.D 397.F App. Table
Binomial distribution, negative      341.D 397.F App. Table
Binomial equation      10.C
Binomial probability paper      19.B
Binomial series      App. A Table
Binomial theorem      330 App. Table
Binormal      111.F
Binormal, affine      110.C
Bioassay      40.C
Biology, mathematical models in      263
Biometrics      40
Bipartite graph      186.C
Bipartite graph, complete      186.C
Bipolar (relative to a pairing)      424.H
Bipolar coordinates      90.C
Bipolar cylindrical coordinates      App. A Table
Bipolar theorem      37.F 424.H
Biprojective space      343.H
Biquadratic equation      App. A Table
Birational correspondence      16.I
Birational invariant      12.A
Birational isomorphism between Abelian varieties      3.C
Birational isomorphism between algebraic groups      13.A
Birational mapping      16.I
Birational transformation      16.I
Birch — Swinnerton — Dyer conjecture      118.D 450.S
Birch, Bryan John(1931-)      4.E 118.C—E 450.S
Biregular mapping (between prealgebraic varieties)      16.C
Birkeland, R.      206.D
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