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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:

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

Предметный указатель

Potency of a set      49.A
Potential      338.A
Potential (for a lattice spin system)      402.G
Potential (in a Markov chain)      260.D
Potential (of a force)      271.C
Potential (of a Hamiltonian)      375.B
Potential (on a network)      281.B
Potential central      351.E
Potential chemical      402.D 419.B
potential energy      271.G
Potential equilibrium      260.D
Potential finite-band      387.E
Potential finite-gap      387.E
Potential good reduction (of an Abelian variety)      3.N
Potential kernel, weak      260.D
Potential logarithmic      338.A
Potential Newtonian      271.C 338.A
Potential of a double distribution      338.A
Potential of a double layer      338.A
Potential of a simple distribution      338.A
Potential of a single layer      338.A
Potential of order $\alpha$       338.B
Potential reflectionless      387.D
Potential Riesz      338.B
Potential scalar      130.A 442.D
Potential stable reduction (of an Abelian variety)      3.N
Potential theory      338
Potential vector      130.A 442.D
Potential velocity      205.B
Potential Yukawa      338.M
Povzner, Aleksandr Yakovlevich(1915-)      375.A
Powell, H.B.      151.r
Powell, M.J.D.(1936-)      142.r
Power (of a cardinal number)      49.C
Power (of a test)      400.A
Power (of an ordinal number)      312.C
Power associative algebra      231.A
Power dilation      251.M
Power fractional      378.D
Power function      400.A
Power function envelope      400.F
Power method      298.C
Power of a set      49.A
Power of a with exponent x      131.B 131.G
Power p-fold exterior (of a linear space)      256.O
Power p-fold exterior (of a vector bundle)      147.F
Power Pontryagin (pth) operation      64.B
Power residue of the nth      14.M
Power series      21.B 339 370
Power series convergent      370.B
Power series field of, in one variable      370.A
Power series formal      370.A
Power series formal, field in one variable      370.A
Power series space finite type      168.B
Power series space infinite type      168.B
Power series with center at the point of infinity      339.A
Power series, ring of      370.A
Power series, ring of convergent      370.B
Power series, ring of formal      370.A
Power set (of a set)      381.B
Power set, axiom of      33.B381.G
Power Steenrod (pth) operation      64.B
Power sum theorem      123.D
Power-residue symbol      14.N
Powerful invariant, uniformly most      399.Q
Powerful unbiased, uniformly most      399.Q
Powers factor      308.I
Powers — Stormer inequality      212.B
Powers, Robert T.(1941-)      36.K 212.B 308.I 308.r
Poynting vector      130.A
Poynting, John Henry(1852-1914)      130.A
Prabhu, Narahari Umanath(1924-)      260.J
Prachar, Karl(1925-)      123.D 123.r 450.r
Prandtl boundary layer equation      205.C
Prandtl integrodifferential equation      222.C
Prandtl number      116.B
Prandtl — Glauert approximation      250.B
Prandtl — Glauert law of similarity      205.D
Prandtl, Ludwig(1875-1953)      116.B 205.B—D 222.C
Prasad, Gopal(1945-)      122.G
Pre-Hilbert space      197.B
Prealgebraic variety      16.C
Precession      392
Precompact (metric space)      273.B
Precompact (set in a metric space)      273.B
Precompact uniform space      436.H
Preconditioned (in numerical solution of linear equations)      302.D
Predator relation, prey-      263.B
Predecessor (of an element in an ordered set)      311.B
Predetermined variables      128.C
Predicate      411.G
Predicate (object)      156.B
Predicate analytic      356.H
Predicate arithmetical      356.H
Predicate calculus      411.J
Predicate calculus with equality      411J
Predicate complete      356.H
Predicate decidable (number-theoretic)      356.C
Predicate enumerating      356.H
Predicate first-order      411.K
Predicate general recursive      356.C
Predicate hyperarithmetical      356.H
Predicate logic      411.J
Predicate logic first-order      411.K
Predicate logic higher-order      411.K
Predicate logic second-order      411.K
Predicate logic third-order      411.K
Predicate logic with equality      411.J
Predicate n-ary      411.G
Predicate of n-argument      411.G
Predicate primitive recursive      356.B
Predicate second-order      411.K
Predicate symbol      411.H
Predicate variable      411.G 411.H
Predictable ( $\sigma$ -algebra)      407.B
Prediction sufficiency      396.J
Prediction theory      395.D
Prediction theory linear      395.D
Predictive distribution      403.G
Predictor      303.E
Predictor (in a multistep method)      303.E
Predictor linear      395.D
Predictor Milne’s      303.E
Predictor optimal linear      395.D
Predictor-corrector (PC) method      303.E
Predual      308.D
Prefix condition code      213.D
Prehomogeneous vector space      450.V
Prehomogeneous vector space zeta function associated with      450.V
Preissmann, Alexandre      178.B
Premium      214.A
Premium net      214.A
Premium risk      214.B
Premium savings      214.B
Prenex normal form (in predicate logic)      411.J
Preordering      311.H
Preparation theorem for $C^\infty$ -functions      58.C
Preparation theorem Weierstrass      21.E 370.B
Preparation theorem Weierstrass type (for microdifferential operators)      274.F
Presburger, M.      156.E 156.r
Presentation      235.B
Presentation of finite ( $\mathscr{O}$ -Modules)      16.E
Presentation Wirtinger (of a knot group)      235.B 235.D
Presheaf      383.A
Presheaf on a site      16.AA
Presheaf sheaf associated      383.C
Pressure      402.G 419.A
Pressure equation      205.B
Pressure, topological      136.H
Preston, Gordon Bamford(1925-)      190.r

Prestratification, Whitney      418.G
Preventive maintenance model      307.C
Prey-predator relation      263.B
Price imputed      292.C
Price shadow      255.B
Price, Griffith Baley(1905-)      443.A
Price, J.      423.r
Priestley, Maurice Bertram(1933-)      421.r
Prigogine, Ilya(1917-)      95
Prikry, Karel L.(1944-)      33.F 33.r
Primal problem      255.B
Primary Abelian group      2.A
Primary cohomology operation      64.B
Primary cohomology operation stable      64.B
Primary component (of an ideal)      67.F
Primary component embedded (of an ideal)      67.F
Primary component isolated (of an ideal)      67.F
Primary difference      305.C
Primary ideal      67.F
Primary ideal $\mathfrak{p}$       67.F
Primary obstruction      147.L 305.C
Primary problem      255.B
Primary ring      368.H
Primary ring completely      368.H
Primary ring semi-      368.H
Primary solution (of a homogeneous partial differential equation)      320.E
Primary submodule      284.A
Prime differential ideal (of a differential ring)      113
Prime divisor (of an algebraic function field of dimension 1)      9.D
Prime divisor (of an algebraic number field or an algebraic function field of one variable)      439.H
Prime divisor (of an ideal)      67.F
Prime divisor (on a Riemann surface)      11.D
Prime divisor embedded (of an ideal)      67.F
Prime divisor finite      439.H
Prime divisor imaginary infinite      439.H
Prime divisor infinite      439.H
Prime divisor isolated (of an ideal)      67.F
Prime divisor maximal (of an ideal)      67.F
Prime divisor minimal (of an ideal)      67.F
Prime divisor real      439.H
Prime divisor real (infinite)      439.H
Prime element (for a valuation)      439.E
Prime element (of a ring)      67.H
Prime field      149.B
Prime formula      411.D
Prime formula (of a language)      276.A
Prime ideal      67.C
Prime ideal (of a maximal order)      27.A
Prime ideal associated (of an ideal)      67. F
Prime ideal ramified      14.I
Prime ideal theorem      123.F
Prime ideal unramified      14.I
Prime knot      235.A
Prime number theorem      123.B
Prime number theorem for arithmetic progression      123.D
Prime number(s)      297.B
Prime number(s) regular      14.L
Prime number(s) relatively      297.A
Prime quotient (in a lattice)      243.F
Prime rational divisor over a field (on an algebraic curve)      9.C
Prime spot (of an algebraic number field or an algebraic function field)      439.H
Prime(s) (3-manifold)      65.E
Prime(s) Mersenne      297.E
Prime(s) over an element (in a lattice)      243.F
Prime(s) relatively (fractional ideals)      14.E
Prime(s) relatively (numbers)      297.A
Prime(s) twin      123.C
Prime(s) under an element (in a lattice)      243.F
primitive      427.B
Primitive (differential form)      232.B
Primitive (element of an extension of a field)      149.D
Primitive (element of coalgebra)      203.I
Primitive (generator of the cohomology algebra of a compact Lie group)      427.B
Primitive binary quadratic form      348.M
Primitive character      295.D 450.C 450.E
Primitive equation      172.G
Primitive form      232.B
Primitive function(s)      216.C
Primitive function(s) derivatives and      App. A Table
Primitive hyperbolic type (reduced basis of)      92.C
Primitive hypercubic type (reduced basis of)      92.C
Primitive ideal (of a Banach algebra)      36.D
Primitive idempotent element (of a ring)      368.B
Primitive lattice      92.E
Primitive operation (of a group)      362.B
Primitive permutation group      151.H
Primitive permutation representation (of a group)      362.B
Primitive polynomial      337.D
Primitive recursive      356.B
Primitive recursive function      356.A 356.B 356.F
Primitive recursive function uniformly      356.B
Primitive recursive in $\psi_1,..., \psi_l$       356.B
Primitive recursive predicate      356.B
Primitive root of unity      14.L
Primitive root of unity modulo m      297.G
Primitive solution (of a partial differential equation)      320.E
Principal adele (of an algebraic number field)      6.C
Principal analytic set      23.B
Principal antiautomorphism (of a Clifford algebra)      61.B
Principal automorphism (Clifford algebras)      61.B
Principal axis (axes) (of a central conic)      78.C
Principal axis (axes) (of a parabola)      78.C
Principal axis (axes) (of a quadric surface)      350.B
Principal axis (axes) (of inertia)      271.E
Principal axis (axes) transformation to      390.B
Principal bundle      147.C
Principal bundle associated      147.D
Principal bundle reduced      147 J
Principal bundle reducible      147.J
Principal character      295.D
Principal character (of an Abelian group)      2.G
Principal component analysis      280.F
Principal component(s) (in principal component analysis)      280.F
Principal component(s) of order p      110.A
Principal congruence subgroup of level N      122.D
Principal convergent (of an irrational number)      83.B
Principal curvature (of a surface)      111.H 365.C
Principal curvature, radius of (of a surface)      111.H
Principal directions (of a surface)      111.H
Principal discrete series      258.C
Principal divisor (on a Riemann surface)      11.D
Principal divisor (on an algebraic curve)      9.C
Principal fiber bundle      147.C
Principal formula of integral geometry      218.C
Principal fractional ideal      67.K
Principal genus (for an ideal group)      59.E
Principal genus of a quadratic field      347.F
Principal H-series      437.X
Principal half-space (of a flag)      139.B
Principal ideal      67.K
Principal ideal domain      67.K
Principal ideal of an algebraic number field      14.E
Principal ideal ring      67.K
Principal ideal theorem (in class field theory)      59.D
Principal idele (of an algebraic number field)      6.C
Principal isotropy group(s)      431.C
Principal matrix (belonging to a Riemann matrix)      3.I
Principal minor (of a matrix)      103.D
Principal moment of inertia      271.E
Principal normal      111.F
Principal orbit(s)      431.C
Principal orbit(s) type      431.C
Principal order (of an algebraic number field)      14.B
Principal order (of an algebraic number field), fundamental theorem of      14.C
Principal part (of a differential operator)      112.A
Principal part (of a Laurent expansion)      198.D
Principal part (of a partial differential operator)      320.B
Principal partition      66.H
Principal plane (of a quadric surface)      350.B
Principal point(s) (for a Gauss mapping)      180.B

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