Ito K. — Encyclopedic Dictionary of Mathematics. Vol. 2 :: Электронная библиотека попечительского совета мехмата МГУ

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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:

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

Level confidence      399.Q
Level n structure (on an Abelian variety)      3.N
Level set (of a $C^{\infty}$ -function)      279.D
Level surface      193J
Levelt, Antonius H. M.      428.r
LeVeque, William Judson      118.r 295.r 296.r 297.r 430.r
Levi condition      321.G 325.H
Levi decomposition (on algebraic groups)      13.Q
Levi decomposition (on Lie algebras)      248.F
Levi form      344.A
Levi form generalized      274.G
Levi problem      21.I F
Levi pseudoconvex domain      21.I
Levi pseudoconvex domain locally      21.I
Levi subgroup      13.Q
Levi, Eugenio Elia      13.Q 21.F I Q
Levi, Friedrich Wilhelm      2.E 122.B
Levi-Civita connection      364.B
Levi-Civita, parallel in the sense of      111.H
Levi-Civita, Tullio      80.A K r
Levin, Viktor Iosifovich      198.r 211.r
Levine, Jerome Paul      114.D 235.G
Levinson, Norman      107.r 123.B 160.G 252.r 253.r 254.r 314.C r
Levitan — Marchenko equation, Gel’fand- (for a nonlinear lattice)      287.C
Levitan — Marchenko equation, Gel’fand-(for KdV equations)      387.D
Levitan, Boris Moiseevich      112.O 287.C 315.r 375.G 387.D
Levy canonical form      341.G
Levy continuity theorem      341.F
Levy distance      341.F
Levy measure      5.E
Levy process      5.B
Levy theorem, Wiener-      159.I
Levy — Ito theorem (on Levy processes)      5.E
Levy, Azriel      22.F 33.F r
Levy, Paul      5.B E r E G I r E F B
Lewin, L.      167.r
Lewis, Daniel Ralph      443.A
Lewis, Donald J.      4.E 118.D F
Lewis, Richard M.      127.G
Lewy — Mizohata equation      274.G
Lewy, Hans      112.C 274.G I
Lexicographic      248.M
Lexicographic linear ordering      248.M
Lexicographic ordering      311.G
Lexicographic theorem of      155.B
Li Chih      57.B
Li Yen      57.r
Li, Peter Wai-Kwong      391.D N
Liability reserve      214.B
Liao San Dao      126.J
Lichnerowicz, Andre      80.r 152 C 359.r 364.F H r
Lichtenstein, Leon      217.r 222.r
Lickorish, William Bernard Raymond      114.L 154.B
Lie algebra (of a Lie group)      249.B
Lie algebra (of an algebraic group)      13.C
Lie algebra Abelian      248.C
Lie algebra adjoint      248.B
Lie algebra algebraic      13.C
Lie algebra classical compact real simple      248.T
Lie algebra classical complex simple      248.S
Lie algebra compact real      248.P
Lie algebra compact real simple      App. A Table
Lie algebra complex      248.A
Lie algebra complex (of a complex Lie group)      249.M
Lie algebra complex simple      App. A Table
Lie algebra exceptional compact real simple      248.T
Lie algebra exceptional complex simple      248.S
Lie algebra general linear      248.A
Lie algebra isomorphic      248.A
Lie algebra nilpotent      248.C
Lie algebra noncompact real simple      App. A Table
Lie algebra of derivations      248.H
Lie algebra quotient      248.A
Lie algebra real      248.A
Lie algebra reductive      248.G
Lie algebra restricted      248.V
Lie algebra semisimple      248.E
Lie algebra simple      248.E
Lie algebra solvable      248.C
Lie algebra(s)      248 App. Table
Lie derivative      105.O Q
Lie fundamental theorem (on a local Lie group of local transformations)      431.G
Lie group Abelian      249.D
Lie group Banach      286.K
Lie group classical compact simple      249.L
Lie group classical complex simple      249.M
Lie group commutative      249.D
Lie group complex      249.A
Lie group direct product of      249.H
Lie group exceptional compact simple      249.L
Lie group exceptional complex simple      249.M
Lie group isomorphic      249.N
Lie group local      423.L
Lie group local (of local transformations)      431.G
Lie group nilpotent      249.D
Lie group quotient      249.G
Lie group semisimple      249.D
Lie group simple      249.D
Lie group simply connected covering      249.C
Lie group solvable      249.D
Lie group topology of, and homogeneous spaces      427
Lie group(s)      249423.M
Lie line-sphere transformation      76.C
Lie minimal projection      76.B
Lie subalgebra      248.A
Lie subalgebra associated with a Lie subgroup      249.D
Lie subgroup (of a Lie group)      249.D
Lie subgroup connected      249.D
Lie theorem (on Lie algebras)      248.F
Lie transformation (in circle geometry)      76.C
Lie transformation group (of a differentiable manifold)      431.C
Lie — Kolchin theorem (on solvable algebraic groups)      13.F
Lie, M.S.      247
Lie, Marius Sophus      13.C F C Q Q B F H P S T V r G H L M V r G
Lieb, Elliott Hershel      212.B r
Lieb, Ingo      164.K
Lieberman, David Ira      16.R 23.G
Lieberman, Gerald J.      STR
Liebmann, Karl Otto Heinrich      111.I 365.J
Lienard differential equation      290.C
Lienard, Alfred      290.C
Liepmann, Hans Wolfgang      205.r
Lies over (of a compactification)      207.B
Lifetime      260.A 261.B
Lifetime (of a particle by a scattering)      132.A
Lifshits, Evgenii Mikhailovich      130.r 150.r 205.r 259.r 402.r
Lift (along a curve in a covering surface)      367.B
Lift (of a differentiable curve)      80.C
Lift (of a vector field)      80.C
Lift inflation      200.M
Lifting (in nonstandard analysis)      293.D
Lifting theorem      251.M
Liggett, Thomas Milton      162 286.X 340.r
Light cone      258.A
Lighthill method      25.B
Lighthill — Kuo (P.L.K.) method, Poincare-      25.B
Lighthill, Michael James      25.B r
Lightlike      258.A 359.B
Ligocka, Ewa      344.D
Liiroth, Jakob      16.J
Likelihood      374.J
Likelihood equation      399.M
Likelihood estimating function      399.M
Likelihood estimator, maximum      399.M
Likelihood function      374.J 399.M
Likelihood method, maximum      399.M
Likelihood ratio      400.I
Likelihood ratio monotone      374.J
Likelihood ratio test      400.I
Lill      19.B

Limacon of Pascal      93.H
Liminal C*-algebra      36.H
Limit (of a function)      87.F
Limit (of a mapping)      87.F
Limit (of a net)      87.H
Limit (of a sequence of lattices)      182.B
Limit (of a sequence of points)      87.E 273.D
Limit (of a sequence of real numbers)      87.B 355.B
Limit (of a sequence of sets)      270.C
Limit (of a spectral sequence)      200.J
Limit (of an indeterminate form)      106.E
Limit Banach      37.F
Limit circle type (boundary point)      112.I
Limit confidence      399.Q
Limit cycle      126.I
Limit direct (of a direct system)      210.B
Limit distribution      250.A
Limit elastic      271.G
Limit formula, Kronecker’s      450.B
Limit generalized      37.F
Limit in the mean      168.B
Limit inductive (group)      210.C
Limit inductive (in a category)      210.D
Limit inductive (of an inductive system)      210.B
Limit inductive (of sheaves)      383.I
Limit inductive (of topological spaces)      425.M
Limit inductive (space)      210.C
Limit inferior (event)      342.B
Limit inferior (of a sequence of real numbers)      87.C
Limit inferior (of a sequence of sets)      270.C
Limit inverse (of an inverse system)      210.B
Limit lower (function)      84.C
Limit lower (of a Riemann integral)      216.A
Limit lower (of a sequence of real numbers)      87.C
Limit lower control      404.B
Limit on the left (of a real-valued function)      87.F
Limit on the right (of a real-valued function)      87.F
Limit order (of an order convergent sequence)      310.C
Limit ordinal number      312.B
Limit point $\alpha$ -      126.D
Limit point $\omega$ -      126.D
Limit point (of a discontinuous group)      122.C
Limit point (of a sequence)      87.B E
Limit point negative      126.D
Limit point positive      126.D
Limit point type (boundary point)      112.I
Limit projective (group)      210.C
Limit projective (in a category)      210.D
Limit projective (of a family of continuous homomorphisms)      423.K
Limit projective (of a projective system)      210.B
Limit projective (space)      210.C
Limit set      234.A
Limit set $\alpha$ -      126.D
Limit set $\omega$ -      126.D
Limit set first negative prolongational      126.D
Limit set first positive prolongational      126.D
Limit set residual      234.E
Limit strictly inductive (of a sequence of locally convex spaces)      424.W
Limit superior (event)      342.B
Limit superior (of a sequence of real numbers)      87.C
Limit superior (of a sequence of sets)      270.C
Limit theorem basic      260.C
Limit theorem central      250.B
Limit theorem in probability theory      250
Limit theorem limit value (of a mapping)      87.F
Limit theorem local      250.B
Limit theorem(s)      250.A
Limit thermodynamic      402.G
Limit tolerance      399.R
Limit upper (function)      84.C
Limit upper (of a Riemann integral      216.A
Limit upper (of a sequence of real numbers)      87.C
Limit upper control      404.B
Limited information (of a sequence of real numbers)      87.C
Limited information (of a sequence of sets)      270.C
Limited information maximum likelihood method      128.C
Limiting absorption principle      375.C
Limiting hypersphere (in hyperbolic geometry)      285.C
Lin Jiguan      108.B
Lin Shu      63.r
Lin, C. C.      433.r
Lind, Douglas A.      136.E
Lindeberg condition      250.B
Lindeberg, J. W.      250.B
Lindeloef asymptotic value theorem      43.C
Lindeloef hypothesis      123.C
Lindeloef space      425.S
Lindeloef theorem      43.F
Lindeloef theorem Phragmen-      43.C
Lindelof, Ernst Leonhard      43.C H
Lindemann — Weierstrass theorem      430.D
Lindemann, Carl Louis Ferdinand von      179.A 332 430.A D
Lindenstrauss, Joram      37.M N r
Lindley, Dennis Viktor      401.r
Lindow, M.      App. A Table
Lindstedt — Poincare method      290.E
Line (of a graph)      186.B
Line broken      155.F
Line bundle      147.F
Line bundle complex      72.F
Line bundle complex (determined by a divisor)      72.F
Line bundle tautological      16.P
Line complex of      110.B
Line complexes, linear      343.E
Line concurrent (in projective geometry)      343.B
Line congruence of      110.B
Line congruences, linear      343.E
Line coordinates (of a line)      343.C
Line element      111.C
Line element characteristic      82.C
Line element of higher order, space of      152.C
Line element projective      110.B
Line generating (of a circular cone)      78.A
Line generating (of a quadric hypersurface)      343.E
Line generating (of a quadric surface)      350.B
Line generating (of a ruled surface)      111.I
Line geodesic      178.H
Line Green      193.J
Line Green, regular      193.J
Line half-      155.B
Line long      105.B
Line normal (to a curve)      93.G
Line of curvature (on a surface)      111.H
Line of force      193.J
Line of regression      111.F I
Line of swiftest descent      93.H
Line Pascal      78.K
Line pencil of (in a projective plane)      343.B
Line projective      343.B
Line real      355.E
Line regression      403.D
Line straight      93.A 155.B
Line stream      205.B
Line supporting (function)      89.C
Line supporting (of an oval)      89.C
Line tangent      93.G 111.C F
Line tangent, oriented      76.B
Line vector (of a vector field)      442.D
Line vortex      205.B
Line(s)      7.A 93.A 155.B
Line-sphere transformation, Lie      76.C
Linear algebra      8
Linear algebraic group      13.A
Linear boundary operators      315.B
Linear bounded automation deterministic      31.D
Linear bounded automation nondeterministic      31.D
Linear code      63.C
linear combination      256.C
Linear combination of ovals      89.D
Linear compact      422.L

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