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Ito K. — Encyclopedic Dictionary of Mathematics. Vol. 2
Ito K. — Encyclopedic Dictionary of Mathematics. Vol. 2



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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: en

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
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Предметный указатель
Bounded from below (for a spectral sequence)      200.J
Bounded from below (for real numbers)      87.B
Bounded from below (in an ordered set)      311.B
Bounded functions      43.A
Bounded linear operator      37.C
Bounded matrix      269.K
Bounded mean oscillation (BMO)      168.B
Bounded metric space, totally      273.B
Bounded motion      420.D
Bounded order      310.B
Bounded quantifier      356.B
Bounded relatively      331.B
Bounded set in a locally convex space      424.F
Bounded set in a metric space      273.B
Bounded set in an affine space      7.D
Bounded set totally (in a metric space)      273.B
Bounded star body      182.C
Bounded T-      311.B
Bounded totally      273.B
Bounded uniform space locally totally      436.H
Bounded uniform space totally      436.H
Bounded variation function of      166.B
Bounded variation in the sense of Tonelli      246.C
Bounded variation intcgrable process of      406.B
Bounded variation mapping of      246.H
Bounded variation set function of      380.B
Bounded variation vector measure of      443.G
Bounded, essentially (measurable function)      168.B
Boundedly complete cr-ficld      396.E
Boundedness principle, upper (in potential theory)      388.C
Boundedness theorem, uniform      37.H
Boundedness, abscissa of (of a Dirichlet series)      121.B
Bouquet      202.F
Bouquet differential equation, Briot      288.B 289.B
Bouquet formulas (on space curves)      111.F
Bouquet, Jean-Claude      107.A 111.F 288.B 289.B
Bourbaki, Frechet space in the sense of      424.I
Bourbaki, Nicolas      8 13.r 20.r 22.r 34.r 35.r 60.r 61.r 67.r 74.r 84.r 87.r 88.r 103.r 105.r 106.r 122.r 131.r 135.r 149.r 162 168.C 172.r 187.r 216.r 221.r 225.r 248.r 249.r 256.r 265.r 266.r 267.r 270.r 277.r 284.r 310.I 311.r 312.r 337.r 348.r 355.r 360.r 362.r 368.r 379.r 381.r 409.r 423.r 424.I r W Y CC r
Bourgin, David G.      201.r
Bourgne, Robert      17l.r
Bourguignon, Jean-Pierre      80.r 364.r
Bourion, Georges      339.E
Boussinesq equation      387.F
Boussinesq, Joseph      387.B F
Boutroux, Pierre Leon      265.r 288.B C r
Bowen, Rufus      126.A J K r G r
Bowman, Frank      39.r
Box topology      425.K
Box, George E. P.      102.r 128.r 301.L 371.A 421.G r
Boxes      140
Boyle, James M.      298.r
Brachistochrone      93.H
Bracket      105.M
Bracket Lagrange      84.A 324.D
Bracket Poisson (of two functions)      105.M
Bracket Poisson (of two vector fields)      271.F 324.CD
Bracket product (in a Lie algebra)      248.A
Bracket Toda      202.R
Bradley — Terry model      346.C
Bradley, G.J.      92.r
Bradley, Ralph Allan      346.C
Brahmagupta      118.A 209
Braid closed      235.F
Braid group      235.F
Braid(s)      235.F
Bram, Joseph      291.r
Brams, Steven John      173.r
Branch (of a curve of class $C^k$)      93.G
Branch (of a graph)      282.A
Branch (of an analytic function)      198.J
Branch and bound methods      215.D
Branch divisor (in a covering of a nonsingular curve)      9.I
Branch finite (of a curve of class $C^k$)      93.G
Branch infinite (of a curve of class $C^k$)      93.G
Branch point (of a covering surface)      367.B
Branch point (of an ordinary curve)      93.C
Branch point algebraic (of a Riemann surface)      367.B
Branch point fixed (of an algebraic differential equation)      288.A
Branch point logarithmic (of a Riemann surface)      367.B
Branch point movable (of an algebraic differential equation)      288.A
Branch source      282.C
Branched minimal immersion      275.B
Branched minimal surface      275.B
Branching Markov process      44.E
Branching processes      44342.A
Branching processes age-dependent      44.E
Branching processes continuous state      44.E
Branching processes Galton — Watson      44.B
Branching processes Markov      44.D
Branching processes multitype Markov      44.E
Brandt law      241.C
Brandt, Heinrich      190.P 241.C
Bratteli, Ola      36.H K r r
Brauer character (of a modular representation)      362.I
Brauer group (of a commutative ring)      29.K
Brauer group (of algebra classes)      29.E
Brauer theorem      450.G
Brauer, Richard Dagobert      14.E 27.D E F K r I r G L
Braun, Hel      32.H 122.E 231.r
Brauner, Karl      418.r
Bravais class      92.B
Bravais group      92.B
Bravais lattice      92.B
Bravais type      92.B
Bravais type simple      92.E
Bravais, Auguste      92.B F Table
Breadth (of an oval)      89.C
Bredikhin, Boris Maksimovich      123.E
Bredon, Glen E.      383.r 431.r
Breiman, Leo      260.r 342.r
Brelot solution, Perron — Wiener- (of Dirichlet problem)      120.C
Brelot solution, Perron- (of Dirichlet problem)      120.C
Brelot, Marcel      120.C E r L N U H
Bremermann, Hans-Joachim      21. D I
Bremmer, Hendricus      240.r
Brent, Richard Peirce      123.B 142.A 450.I
Breuer, Manfred      390.J
Brewster, Sir David      283.r
Brezis, David      88.E
Brezis, Haim      88.E 162 r X
Brianchon theorem in projective geometry      343.E
Brianchon theorem on conic sections      78.K
Brianchon, Charles Julien      78.K 343.E
Bridge, Brownian      250.F 374.E
Brieskorn variety      418.D
Brieskorn, Egbert      16.r 418.C D r Table
Brigham, E. Oran      142.r
Brill — Noether number      9.E
Brill, Alexander Wilhelm von      9.E r r
Brillinger, David Ross      421.r
Brillouin, Leon Nicolas      25.B 446.r
Brin, Matthew G.      136.G
Briot — Bouquet differential equation      288.B 289.B
Briot, Charles Auguste Albert      107.A 288.B 289.B
Broadbent, S.R.      340.r
Brocker, Theodor      51.r
Broderick, Norma      92.r
Brodskii, Mikhail Samoilovich      251.r 390.H
Brody, Robert      21.0
Broken line      155.F
Broken symmetry      132.C
Bromwich integral      240.D 322.D App. Table
Bromwich, Thomas John l’Anson      240.D 322.D 379.r App. A Table
Bronshtein, M.D.      325.I
Bros, Jacques      150.D 274.D I C
Brosilow, C.B.      303.r
Brouncker, Lord William      332
Brouwer fixed-point theorem      153.B
Brouwer mapping theorem      99.A
Brouwer theorem on the invariance of domain      117.D
Brouwer, Dirk      55.r
Brouwer, Luitzen Egbertus Jan      65.G 79.D 99.A 117.A D r C
Browder — Livesay invariant      114.L
Browder, Andrew      164.r
Browder, Felix Earl      112.F Q X r
Browder, William      114.J L r
Brown — Shield — Zeller theorem      43.C
Brown, Edgar H., Jr.      202.T
Brown, Harold      92.F
Brown, Lawrence David      396.r
Brown, Lawrence G.      36.J 390.J r
Brown, Leon      43.G
Brown, Morton      65.G
Brown, Robert      5.D 45.A-C F I I G
Brown, Robert Freeman      153.r
Brown, Scott W.      251.L
Brownian bridge      250.F 374.E
Brownian functional      176.I
Brownian motion      5.D 45 342.A
Brownian motion $\{F_t\}$-      45.B406.B
Brownian motion d-dimensional      45.C
Brownian motion on Lie groups      406.G
Brownian motion Ornstein — Uhlenbeck      45.I
Brownian motion right invariant      406.G
Brownian motion space-time      45.F
Brownian motion with N-dimensional time parameter      45.I
Brownlee, John      NTR
BRS transformation      150.G
Bruck — Ryser — Chowla theorem      102.E
Bruck, Richard Hubert      190.P r
Bruhat decomposition (of an algebraic group)      13.K
Bruhat decomposition (of an algebraic group)relative      13.Q
Bruhat, Francois      13.K Q R EE
Brumer, Armand      182.r 450.J
Brun theorems, Poincare-      420.A
Brun — Titchmarsh theorem      123.D
Brun, Viggo      4.A C E
Brune, O.      282.r
Brunei, Antoine      136.C
Brunn      89.E
Brunovsky, Pavol      126.M
Bruns, Heinrich      126.A 420.A
Brunschvicg, Leon      329.r
Bruter, Claude Paul      281.r
Buchholz, Herbert      167.r
Buchner, Michael Anthony      126.L
Buchsbaum, David Alvin      284.G
Buck, R. Creighton      43.F r
Buckner, Hans      217.r
Bucur, Ion      52.r
Bucy filter, Kalman-      86.E 405.G
Bucy, Richard S.      86.E 95.r 405.G r
Buerger, Martin J.      92.r
Buhler, Joe P.      450.G
Buhlmann, Hans      214.r
Building      130.R 343.I
Bulirsch, Roland      303.F
Bulk viscosity, coefficients of      205.C
Bundle $Spin^c$      237.F
Bundle complex conjugate      147.F
Bundle complex line      72.F
Bundle complex line, determined by a divisor      72.F
Bundle conormal      274.E
Bundle coordinate      147.B
Bundle coordinate, equivalent      147.B
Bundle cotangent      147.F
Bundle cotangential sphere      274.E
Bundle dual      147.F
Bundle fiber      147.B
Bundle fiber, associated      147.D
Bundle fiber, complex analytic      147.O
Bundle fiber, of class $C^r$      147.O
Bundle fiber, orientable      147.L
Bundle fiber, real analytic      147.O
Bundle flat F-      154.B
Bundle foliated      154.B H
Bundle frame, orthogonal      364.A
Bundle frame, tangent orthogonal n-      364.A
Bundle G-      147.B
Bundle group (of a fiber bundle)      147.B
Bundle Hopf      147.E
Bundle induced      147.G
Bundle line      147.F
Bundle mapping (map)      147.B
Bundle Maslov      274.C
Bundle n-sphere      147.K
Bundle n-universal      147.G
Bundle normal      105.C 114.B 154.B E
Bundle normal block      147.Q
Bundle normal k-vector      114.J
Bundle normal sphere      274.E
Bundle of homomorphisms      147.F
Bundle of p-vectors      147.F
Bundle principal      147.C
Bundle principal fiber      147.C
Bundle principal, associated      147.D
Bundle product      147.E
Bundle q-block      147.Q
Bundle quotient      16.Y 147.B
Bundle reduced      147.J
Bundle space (of a fiber bundle)      147.B
Bundle spin      237.F
Bundle sub-      16.Y 147.F
Bundle tangent      105.H 147.F 154.B 286.K
Bundle tangent r-frame      108.H 147.F
Bundle tangential sphere      274.E
Bundle tautological line      16.E
Bundle tensor      147.F
Bundle trivial      147.E
Bundle unit tangent sphere      126.L
Bundle universal      147.G H
Bundle vector      16.Y 147.F
Bundle vector, ample      16.Y
Bundle vector, complex      147.F
Bundle vector, cotangent      147.F
Bundle vector, dual      147.F
Bundle vector, indecomposable      16.Y
Bundle vector, normal      105.L
Bundle vector, quaternion      147.F
Bundle vector, quotient      16.Y
Bundle vector, semistable      16.Y
Bundle vector, stable (on algebraic varieties)      16.Y
Bundle vector, stable (on topological spaces)      237.B
Bundle vector, stably equivalent      237.B
Bundle vector, tangent      108.H 147.F
Bundle(s) canonical      147.F
Bunimovich, Leonid Abramovich      136.G
Bunyakovskil inequality      211.C App. Table
Bunyakovskil, Viktor Yakovlevich      211.C App. A Table
Burali — Forti paradox      319.B
Burali-Forti, Cesare      319.B
Burchnall, Joseph Langley      387.C
Burckhardt, Johann Jakob      92.F
Burd, Vladimir Shepselevich      290.r
Burgess, David Albert      295.E
Burghelea, Dan      105.r 183
Burgi, Joost      265
Burgoyne, N.      150.D App. B Table
Burkholder, Donald L.      168.B 262.B
Burkill, John Charles      100.A
Burns, Daniel Matthew, Jr.      344.C-E
Burnside conjecture      151.D
Burnside problem      161.C
Burnside problem restricted      161.C
Burnside ring      431.F
Burnside theorem      151.D
Burnside, William Snow      151.D H J r r
Burst error      63.E
Busemann, Herbert      178.F H r
Bush — Mosteller model      346.G
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