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| Ito K. — Encyclopedic Dictionary of Mathematics |
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| Предметный указатель |
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  -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
Locally equicontinuous semigroup 378.F
Locally equivalent (G-structure) 191.H
Locally Euclidean group 423.M
Locally Euclidean space 425.V
Locally finite  - (covering) 425.R
Locally finite (algebra) 29.J
Locally finite (cell complex) 70.D
Locally finite (covering) 425.R
Locally finite (simplicial complex) 70.C
Locally flat (connection) 80.E
Locally flat (injection between topological manifolds) 65.D
Locally flat (PL embedding) 65.D
Locally flat (Riemannian manifold) 364.E
Locally integrable function 168.B
Locally isomorphic (topological groups) 423.O
Locally Levi pseudoconvex (domain) 21.I
Locally linearly compact ( -module) 422.L
Locally Macaulay ring 284.D
Locally n-connected (at a point) 79.C
Locally n-connected (space) 79.C
Locally Noetherian (scheme) 16.D
Locally Noetherian formal scheme 16.X
Locally of finite type (for a morphism) 16.D
Locally p-valent 438.E
Locally quadratic transformation (of a complex manifold) 72.H
Locally quadratic transformation (of an algebraic surface) 15.G
Locally quadratic transformation (of an algebraic variety) 16.K
Locally rectifiable (curve) 143.A 246.A
Locally symmetric Riemannian space 412.A App. Table
Locally symmetric space 364.D
Locally symmetric space affine 80.J
Locally symmetrizable (diffusion processes) 115.D
Locally totally bounded (uniform space) 436.H
Locally trivial fiber space 148.B
Locally uniformized 367.C
Location parameter 396.I 400.E
Locus cut 178. A
Locus singular (of a variety) 16.F
Loday, Jean-Louis(1946-) 237.r
Loeb measure 293.D
Loeb space 293.D
Loeb, Peter Albert(1937-) 293.D 293.r
Loefstroem, Joergen(1937-) 224.r
Loeve, Michel(1907-1979) 341.r 342.r
Loewdenslager, David B.(1930-) 164.G 164.H
Loewner differential equation 438.B
Loewner, Karl(Loewner, Charlesl(1893-1968) 212.r 438.B 438.C
Loewy, Alfred(1873-1935) 190.P
Log linear model 403.C
Log x 131.D
Log z (logarithm) 131.G
Logarithm 131.B
Logarithm common 131.C
Logarithm integral 167.D
Logarithm Khinchin law of the iterated 250.C
Logarithm law of iterated 45.F
Logarithm Napierian 131.D
Logarithm natural 131.D
Logarithmic branch point (of a Riemann surface) 367.B
Logarithmic capacity 48.B
Logarithmic criterion App. A Table
Logarithmic curve 93.H
Logarithmic decrement (of a damped oscillation) 318.B
Logarithmic differentiation App. A Table
Logarithmic distribution App. A Table
Logarithmic function to the base a 131.B
Logarithmic integral 167.D App. Table
Logarithmic normal distribution App. A Table
Logarithmic paper 19.F
Logarithmic paper semi- 19.F
Logarithmic potential 338.A
Logarithmic series 131.D
Logarithmic singularity (of an analytic function in the wider sense) 198.P
Logarithmic singularity (of an analytic function) 198.M
Logarithmic spiral 93.H
Logarithmically convex 21.B
Logic classical 411.L
Logic intuitionistic 411.L
Logic many-valued 411.L
Logic mathematical 411.A
Logic modal 411.L
Logic predicate 411.G
Logic predicate, with equality 411.J
Logic propositional 411.E
Logic quantum 351.L
Logic symbolic 411.A
Logic three-valued 411.L
Logic two-valued 411.L
Logic, algebra of 411.A
Logical axiom 411.I
Logical choice function, transfinite 411.J
Logical operator 411.E
Logical product (of propositions) 411.B
Logical sum (of propositions) 411.B
Logical symbol 411.B
Logicism 156.A 156.B
Logistic equation 263.A
Logistic model, linear 403.C
Logmodular algebra 164.B
Logunov, Anatolii Alekseevich(1926-) 150.r
Log_ax 131.B
Lohwater, Arthur John(1922-1982) 62.r
Lojasiewicz, Stanislaw(1926-) 16.r 58.E
Lommel integral 39.C
Lommel polynomials App. A Table
Lommel, Eugen Cornelius Joseph von(1837-1899) 39.C App.A Table
Lomonosov, V.I. 251.L
lonescu—Tulcea, Alexandra 136.B 136.C
Long gravity wave 205.F
Long line 105.B
Long water wave 205.F
Longitude (of a knot) 235.B
Longitudinal wave 446
Longley—Cook, Laurence H. 214.r
Longo, Giuseppe(1941-) 213.r
Lonsdale, Dame Kathleen Yardley(1903-1971) 92.r
Look-up, table 96.C
Looman — Men’shov theorem 198.A
Looman, H. 198.A
Looman, M. 100.A
Loomis, Herschel H. Jr. 75.D 75.r
| Loomis, Lynn H.(1915-) 36.r 126.r 192.r 225.r
Loop 170 190.P
Loop self- 186.B
Loop space 202.C
Loop theorem (on 3-manifolds) 65.E
Loos, Ottman 412.r
Loosely Bernoulli 136.F
Lopatinskii condition, Shapiro — 323.H
Lopatinskii determinant 325.K
Lopatinskii, Yaroslav Borisovich(1906-1981) 323.H 325.K
Lopez de Medrano, Santiago 114.r
Lorentz condition 130.A
Lorentz force 130.A
Lorentz group 60.J 258.A 359.B
Lorentz group full homogeneous 258.A
Lorentz group full inhomogeneous 258.A
Lorentz group homogeneous 359.B
Lorentz group inhomogeneous 359.B
Lorentz group proper 60.J 359.B
Lorentz group proper complex 258.A
Lorentz invariance 150.B
Lorentz space 168.B
Lorentz transformation 359.B
Lorentz, George G.(1910-) 168.B
Lorentz, Hendrik Antoon(1853-1928) 60.J 150.B 258.A 359.B 391.I 402.H
Lorenz curve 397.E
Lorenz, Edward N. 126.N 433.B 433.r
Lorenz, Max O. 397.E
Lorenzen, Paul Peter Wilhelm(1915-) 243.G
Loria,Gino(1862-1954) 93.r
Los, Jerzy Maria(1920-) 276.F 293.C
Loschmidt, Joseph(1821-1895) 41.A
Losik, Mark Volkovich(1935-) 105.r
Loss function 398.A
Loss function quadratic 398.A 399.E
Loss function simple 398.A
Loss heat 419.A
Loss of information 138.B
Lot tolerance percent defective 404.C
Lotz, Heinrich P. 310.H
Louveau, Alain 22.G
Lovasz, Laszlo(1948-) 186.r
Love, Augustus Edward Hough(1863-1940) 271.G
Love, Clyde Elton(1882-) 107.A
Low, Francis Eugene(1921-) 150.C 361.r
Lowenheim theorem, Skolem — 156.E
Lowenheim, Leopold(1878-1940) 97.B 156.E 156.r 276.D
Lower bound 311.B
Lower bound greatest 310.C 311.B
Lower central series (of a group) 190.J
Lower class with respect to local continuity 45.F
Lower class with respect to uniform continuity 45.F
Lower control limit 404.B
Lower derivative general (of a set function) 380.D
Lower derivative ordinary (of a set function) 380.D
Lower end (of a curvilinear integral) 94.D
Lower envelope principle 338.M
Lower integral, Riemann 216.A
Lower limit (of a Riemann integral) 216.A
Lower limit (of a sequence of real numbers) 87.C
Lower limit function 84.C
Lower order (for infinity) 87.G
Lower order (of a meromorphic function) 272.C
Lower semicontinuity (of length) 264.A
Lower semicontinuous (at a point) 84.C
Lower semicontinuous function 84.C
Lower semilattice 243.A
Lower triangular matrix 269.B
Lower variation (of a set function) 380.B
Lowering the superscripts 417.D
Loxodromic transformation 74.F
Lozinskii, Sergei Mikhailovich(1914-) 314.D
LP (linear programming) 255
LSZ asymptotic condition 150.D
Lubaiiski, J.K. 258.D
Lubanski vector, Pauli — 258.D
Lubin, Jonathan(1936-) 257.r
Lubkin, Saul(1939-) 450.Q
Lucas, William F.(1933-) 173.D 173.E 173.r
Luce, Robert Duncan(1925-) 96.r 173.C 346.G
Luders, Gerhart Claus Friedrich(1920-) 150.D 386.B
Ludwig, Donald A.(1933-) 321.G 325.L 325.r 345.r
Lue Yinian 17.D
Luenberger observer 86.E
Luenberger, David G.(1937-) 86.E 264.r
Lukacs, Eugene(1906-) 341.r
Lukaszewicz, Jan(1878-1956) 411.L
Luke, Yudell L. 389.r App.A Table NTR
Lumer, Gunter(1929-) 164.F 164.G
Lumping, mass 304.D
Lundberg, Filip 214.C
Luneburg lens 180.A
Luneburg, Rudolf Karl(1903-1949) 180.A 180.r 325.L
Lunts, G. 198.r
Luroth theorem 16.J
Luroth, Jakob(1844-1910) 16.J
Lustzig, G. App.B Table
Luther, Herbert A. 304.r
Lutz — Mattuck theorem 118.E
Lutz, Elizabeth(1914-) 118.D 118.E
Luxemburg, Wilhelmus Anthonius Josephus(1929-) 293.r
Luzin first principle (in analytic set theory) 22.C
Luzin second principle (in analytic set theory) 22.C
Luzin space 22.I 425.CC
Luzin theorem 270.J
Luzin theorem Denjoy — 159.I
Luzin unicity theorem (in analytic set theory) 22.C
Luzin(Lusin), Nikolai Nikolaevich(1883-1950) 22.A 22.C 22.F 22.G 22.I 22.r 100.A 156.C 159.I 270.J 425.CC
Lyapin, Evgenil Sergeevich(1914-) 190.r
Lyapunov characteristic number 314.A
Lyapunov condition 250.B
Lyapunov convexity theorem 443.G
Lyapunov function 126.F 163.G 394.C
Lyapunov stable 126.F
Lyapunov stable in both directions 394.A
Lyapunov stable in the negative direction 394.A
Lyapunov stable in the positive direction 394.A
Lyapunov stable uniformly 126.F
Lyapunov theorem 398.C
Lyapunov — Schmidt procedure 286.V
Lyapunov, Aleksandr Mikhailovich(1857-1918) 107.A 120.A 126.A 126.F 163.G 250.B 286.V 314.A 394.A 394.C 394.r 398.C 443.G
Lyapunov, Aleksei Andreevich(1911-73) 22.r
Lyndon, Roger Conant(1917-) 97.r 200.M
Lyons, Richard Neil(1945-) 151.I
Lyusternik — Shnirel’man theory 286.Q
Lyusternik, Lazar’ Aronovich(1899-1981) 279.G 286.Q 286.r NTR
M space, abstract 310.G
M waves 130.B
m-dissipative 251.J
M-estimator 371.H
M-port network 282.C
M-set 159.J
M-space 425.Y
M.V.W.B. (= monotonely very weak Bernoulli) 136.F
Maak, Wilhelm(1912-) 18.r
Maass, Hans(1911-) 32.F 32.G 32.r 450.M
Macaulay local ring 284.D
Macaulay ring 284.D
Macaulay ring locally 284.D
Macaulay, Francis Sowerby(1862-1937) 12.B 284.D
Mach cone 205.B
Mach number 116.B 205.B
Mach wave 205.B
Mach, Ernst(1838-1916) 116.B 205.B 271.A
Machin formula 322
Machin, John(1680-1751) 332
Machine scheduling problem 376
Machine sequencing problem 376
Machine Turing 31.B
Machine Turing universal Turing 31.C
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