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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

Linear connection      80.H
Linear difference equation      104.C
Linear differential equations, system of (of the first order)      252.G
Linear discriminant function      280.I
Linear dynamical system      86.B
Linear equation(s)      10.D 16.M 269.M
Linear equivalence class (of divisors)      16.M
Linear extension (of a rational mapping to an Abelian variety)      9.E
Linear fiber mapping (map)      114.D
Linear filter      405.F
Linear form      256.B 277.E
Linear fractional function      74.E
Linear fractional group      60.B
Linear fractional programming      264.D
Linear fractional transformation      74.E
Linear function      74.E
Linear functional      37.C 197.F 424.B
Linear functional algebraic      424.B
Linear fundamental figure (of a projective space)      343.B
Linear genus      15.G
Linear graph      282.A
Linear group Abelian (over K)      60.L
Linear group full      60.B
Linear group general      60.B 256.D
Linear group general (of degree n over K)      60.B 226.B
Linear group general (over a noncommutative field)      60.O
Linear group projective general      60.B
Linear group projective general (of degree n over K)      60.B
Linear group projective special      60.B
Linear group projective special (over a noncommutative field)      60.O
Linear group special      60.B
Linear group special (of degree n over K)      60.B
Linear group special (over a noncommutative field)      60.O
Linear holonomy      154.C
Linear homogeneous equations, system of      269.M
Linear homotopy      114.D
Linear hypothesis, general      400.H
Linear integral equation      217.A
Linear isotropy group (at a point)      199.A
Linear k-step method      303.E
Linear least squares problem      302.E
Linear Lie algebra, general      248.A
Linear line complex      343.E
Linear line congruence      343.E
Linear logistic model      403.C
Linear mapping      70.C 256.B
Linear mapping A- (of an A-module)      211.E
Linear mapping piecewise      70.C
Linear model      403.D
Linear model log      403.C
Linear model multivariate      280.B
Linear model normal      403.C
Linear multistep method      303.E
Linear network      282.C
Linear operator (between linear spaces)      256.B
Linear operator bounded      37.C
Linear operator(s)      37.C 251
Linear ordering      311.A
Linear ordinary differential equation of higher order      App. A Table
Linear ordinary differential equation of the first order      App. A Table
Linear ordinary differential equation with constant coefficients      App. A Table
Linear ordinary differential equation(s)      252 253 254 313.A
Linear parameter      102.A
Linear partial differential equation      320.A
Linear pencil      16.N
Linear prediction theory      395.D
Linear predictor      395.D
Linear predictor optimal      395.D
Linear programming      255264.C
Linear programming problem      255.A
Linear recurrent sequence      295.A
Linear regression      397.J
Linear regression function      397J 403.D
Linear representation (of a group)      362.C
Linear representation (of a Lie algebra)      248.B
Linear representation (of an algebra)      362.C
Linear representation associated with representation module      362.C
Linear representation completely reducible      362.C
Linear representation direct sum of      362.C
Linear representation equivalent      362.C
Linear representation faithful      362.C
Linear representation homomorphism of      362.C
Linear representation indecomposable      362.C
Linear representation irreducible      362.C
Linear representation isomorphic      362.C
Linear representation reciprocal (of an algebra)      362.C
Linear representation reducible      362.C
Linear representation semisimple      362.C
Linear representation similar      362.C
Linear representation simple      362.C
Linear representation tensor product of      362.C
Linear simple group      151.I
Linear space category of (over a ring)      52.B
Linear space complex      256.A
Linear space dual      256.G
Linear space finite-dimensional      256.C
Linear space Hermitian      256.Q
Linear space infinite-dimensional      256.C
Linear space lattice-ordered      310.B
Linear space left      256.A
Linear space normed      37.B
Linear space ordered      310.B
Linear space over a field      256.A
Linear space quasinormed      37.O
Linear space quotient      256.F
Linear space real      256.A
Linear space right      256.A
Linear space self-dual      256.H
Linear space(s)      256
Linear stationary iterative process      302.C
Linear structural equation system      128.C
Linear structure      96.C
Linear subspace closed      197.E
Linear subspace of a linear space      256.F
Linear system (of divisors)      15.C 16.N
Linear system (of functional-differential equations)      163.E
Linear system ample      16.N
Linear system characteristic (of an algebraic family)      15.F
Linear system complete      9.C 16.N
Linear system complete (defined by a divisor)      16.N
Linear system irreducible      16.N
Linear system reducible      16.N
Linear system very ample      16.N
Linear time-invariant (dynamical system)      86.B
Linear time-varying system      86.B
Linear topological space      424.A
Linear topology      422.L
Linear transformation (of series)      379.L
Linear transformation (on a Banach space)      251.A
Linear transformation (on a linear space)      256.B
Linear transformation (on a Riemann sphere)      74.E
Linear transformation entire      74.E
Linear transformation semisimple      256.P
Linear transformation triangular      379.L
Linear unbiased estimator, best      403.E
Linear variety      422.L
Linearized operator      183 286.E
Linearized stability, principle of      286.S
Linearly compact      422.L
Linearly connected homogeneous space      199.A
Linearly dependent (with respect to a difference equation)      104.D
Linearly dependent elements (in a linear space)      256.C
Linearly dependent elements (in an additive group)      2.E
Linearly disjoint (fields)      149.K
Linearly equivalent (divisors)      16.M 172.F
Linearly equivalent (divisors) o- (on an algebraic curve)      9.F
Linearly estimable parameter      403.E
Linearly independent elements (in a linear space)      256.C
Linearly independent elements (in an A-module)      277.G
Linearly independent elements (in an additive group)      2.E

Linearly independent family (of elements in a linear space)      256.E
Linearly ordered set      311.A
Linearly reductive      226.B
Linearly representable      66.H
Linfoot, Edward Hubert      347.E
Linguistics, mathematical      75.E
Link      235.D
Link framed      114.L
Link group      235.D
Link polynomial      235.D
Link polynomial reduced      235.D
Link type      235.D
Linkage invariant, covering      235.E
Linking number      99.C
Linnik, Yurii Vladimirovich      4.A C E E
Linnik’s constant      123.D
Lionnet, Eugene      297.D
Lions, Jaques-Louis      86.r 112. E F E F r I r
Liouville formula      252.C
Liouville number      430.B
Liouville operator, Sturm-      112.I
Liouville problem, Sturm-      315.B
Liouville theorem first      134.E
Liouville theorem fourth      134.E
Liouville theorem on bounded entire functions      272.A
Liouville theorem on integral invariants      219.A
Liouville theorem second      134.E
Liouville theorem third      134.E
Liouville, Joseph      107.A 112.I 126.L 131.A 134.E 171 182.G 219.A 252.C 272.A 315.B 402.C 430.B
Lip $\alpha$ (Lipschitz)      84.A
Lip $\alpha$ (Lipschitz)of order $\alpha$       84.A
Lippman-Schwinger equation      375.C
Lippmann, Bernard Abram      375.C
Lipschitz condition      84.A 163.D 286.B 316.D
Lipschitz condition of order a      84.A
Lipschitz space      168.B
Lipschitz test, Dini- (on the convergence of Fourier series)      159.B
Lipschitz — Killing curvature      279.C
Lipschitz, Rudolf Otto Sigismund      84.A 107.A 159.B 168.B 279.C 286.B 316.D 406.D
Liptser, Roberg Shevilevich      86.E 405.r
List (representation)      96.D 186.D
Listing, Johann Benedikt      426
LiTien-Yien      126.N 303.G
Little group      258.C
Little, C N.      235.A
Little, John A.      365.N
Little, John Dutton Conant      133.r
Littlewood supremum theorem, Hardy-      App. A Table
Littlewood theorem, Hardy (on bounded functions)      43.E
Littlewood theorem, Hardy (on trigonometric systems)      317.B
Littlewood — Sobolev inequality, Hardy-      224.E
Littlewood, Dudley Ernest      App. B Table
Littlewood, John Edensor      4.C D r C P r C I Table
Littlewood-Paley theory      168.B
Lituus      93.H
Liu Chung Laung      66.r
Liu Hui      57.A 332
Liulevicius, Arunas L.      202.S
Livesay invariant, Browder-      114.L
Livesay, George Roger      442.L
Livingood, John      328
Livshits, Mikhail Samulovich      68.J
Loading      214.A
Loading factor      280.G 346.F
Lobachevskiil non-Euclidean geometry      285.A
Lobachevskil, Nikolai Ivanovich      35.A 181 267 285.A
Local base (in a topological space)      425.E
Local canonical parameter (for power series)      339.A
Local class field theory      59.G
Local cohomology group      125.W
Local concept (in differential geometry)      109
Local continuity      45.F
Local control      102.A
Local coordinate system      90.D 105.C
Local coordinate system holomorphic      72.A
Local coordinates (on a differentiate manifold)      105.C
Local coordinates (on an algebraic variety)      16.O
Local coordinates transformation of      90.D
Local cross section (in a topological group)      147.E
Local degree of a mapping      99.B
Local dimension (of an analytic set at a point)      23.B
Local equation (of a divisor)      16.M
Local equation regular (at an integral point)      428.E
Local ergodic theorem      136.B
Local field      257.A
Local Gaussian sum      450.F
Local homology group      201.N
Local homomorphism (of a topological group)      423.O
Local isomorphism (of topological groups)      423.O
Local Lie group      423.L
Local Lie group (of local transformations)      431.G
Local limit theorem      250.B
Local martingale      262.E
Local maximum modulus principle      164.C
Local moduli space (of a compact complex manifold)      72.G
Local one-parameter group of local transformations      105.N
Local operator      125.DD
Local orientation (in an oriented manifold)      201.N
Local parameter (around a cusp of a Fuchsian group)      32.B
Local parameter (of a nonsingular algebraic curve)      9.C
Local parameter (of a Riemann surface)      367.A
Local problem (on the solutions of differential equations)      289.A
Local property (in differential geometry)      109
Local property (of a pseudodifferential operator)      345.A
Local property micro-pseudo-      345.A
Local property pseudo- (of a pseudodifferential operator)      345.A
Local regime (in static model in catastrophe theory)      51.B
Local ring      284.D
Local ring (of a prime ideal)      67.G
Local ring (of a subvariety)      16.B
Local ring analytically normal      284.D
Local ring analytically unramified      284.D
Local ring complete      284.D
Local ring Macaulay      284.D
Local ring Noetherian      284.D
Local ring Noetherian semi-      284.D
Local ring quasi-      284.D
Local ring quasisemi-      284.D
Local ring regular      284.D
Local ring semi-      284.D
Local ring structure theorem of complete      284.D
Local section      126.E
Local strategy      173.B
Local system of groups (over a topological space)      201.R
Local time      45.G
Local transformations, local Lie group of      431.G
Local truncation error      303.E
Local uniformizing parameter      367.A
Local-ringed space      383.H
Localization of a linear representation relative to a prime ideal      362.F
Localization principle of (on convergence tests of Fourier series)      159.B
Localization strict      16.AA
Locally      422.L
Locally $\omega$ -connected (space)      79.C
Locally (on a topological space)      425.J
Locally absolutely p-valent (function)      438.E
Locally arcwise connected (space)      79.B
Locally Cartan pseudoconvex (domain)      21.I
Locally closed (set)      425.J
Locally compact space      425.V
Locally compact space uniformly      425.V
Locally connected (space)      79.A
Locally constructible (constant sheaf)      16.AA
Locally contractible (at a point)      79.C
Locally contractible (space)      79.C 202.D
Locally convex (topological linear space)      424.E
Locally convex Frechet space      424.I
Locally countable cell complex      70.D
Locally countable simplicial complex      70.C
Locally dense      154.D

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