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Ito K. — Encyclopedic Dictionary of Mathematics
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: en

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
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Предметный указатель
Poincare complex      114.J
Poincare condition (in Dirichlet problem)      120.A
Poincare conjecture      65.C
Poincare conjecture generalized      65.C
Poincare differential invariant      74.G
Poincare duality      201.O 450.Q
Poincare formula (in integral geometry)      218.C
Poincare formula, Euler —      201.B 201.F
Poincare group      170 258.A
Poincare manifold      105.A
Poincare mapping (map)      126.C 126.G
Poincare method      25.B
Poincare method, Lindstedt —      290.E
Poincare metric      74.G
Poincare model (of geometry)      285.D
Poincare pair (of formal dimension n)      114.J
Poincare polynomial (of a finite simplicial complex)      201.B
Poincare series      32.B
Poincare series, Eisenstein —      32.F
Poincare theorem      383.E
Poincare theorem (on Abelian varieties)      3.D
Poincare — Birkhoff fixed-point theorem      153.B
Poincare — Birkhoff — Witt theorem (on Lie algebras)      248.J
Poincare — Bruns theorem      420.A
Poincare — Lefschetz duality theorem      201.O
Poincare — Lighthill — Kuo (PLK) method      25.B
Poincare — Volterra theorem      198.J
Poincare, H.      335
Poincare, H., last theorem of      153.B
Poincare, H., theta-Fuchsian series of      32.B
Poincare, Henri(1854-1912)      3.A 3.C 3.D 11.B 12.B 16.E 20 21.Q 25.B 30.C 30.r 32.B 32.F 32.r 55.r 56.B 56.F 65.A 65.C 70.A 74.G 105.A 107.A 109 114.J 114.K 117.A 120.A 120.D 122.C 122.r 126.A 126.C 126.E 126.G 126.I 126.L 126.r 136.A 136.C 153.B 156.C 170 198.J 201.A 201.B 201.F 201.O 218.C 218.H 219.A 219.r 248.J 253.D 254.D 258.A 267 279.A 285.A 285.D 286.W 288.B 289.C 314.A 335 344.A 383.E 420.A 420.C 425.G 426 450.Q
Poinsot representation      271.E
Poinsot, Louis(1777-1859)      271.E
Point estimation      399.B 401.C App. Table
Point function      380.A 407.D
Point group (of a crystallographic group)      92.A
Point hypersphere      76.A
Point process      407.D
Point range (in projective geometry)      343.B
Point range of the number system (in projective geometry)      343.C
Point set      381.B
Point spectrum      390.A
Point spectrum pure      136.E
Point(s) $100\alpha%$-      396.C
Point(s) $\alpha$- (of a meromorphic function)      272. B
Point(s) $\alpha$-limit      126.D
Point(s) $\gamma$-, of the kth order (of a holomorphic function)      198.C
Point(s) $\omega$-limit      126.D
Point(s) (in projective geometry)      343.B
Point(s) (in the foundations of geometry)      155.B
Point(s) (of a graph)      186.B
Point(s) (of an affine space)      7.A
Point(s) accessible boundary (of a plane domain)      333.B
Point(s) accumulation      425.O
Point(s) accumulation (of a sequence of real numbers)      87.C
Point(s) adherent      425.B
Point(s) algebraic (over a field)      369.C
Point(s) algebraic branch (of a Riemann surface)      367.B
Point(s) almost all, of a variety      16.A
Point(s) ambiguous      62.D
Point(s) antipodal (on a sphere)      140
Point(s) apparent singular      254.C
Point(s) at infinity      74.D 285.C
Point(s) at infinity (in affine geometry)      7.B
Point(s) at infinity (in hyperbolic geometry)      285.C
Point(s) at infinity (of a Gaussian plane)      74.D
Point(s) at infinity (of a Riemann manifold)      178.F
Point(s) at infinity, regular at the      193.B
Point(s) base (of a linear system)      16.N
Point(s) base (of a loop)      170
Point(s) base (of a topological space)      202.B
Point(s) bifurcation      126.M 217.M 286.R
Point(s) boundary (of a subset)      425.N
Point(s) branch (of a covering surface)      367.B
Point(s) branch (of a harmonic mapping)      275.B
Point(s) branch (of an ordinary curve)      93.C
Point(s) catastrophe      51.F
Point(s) cluster      425.O
Point(s) coincidence (of maps)      153.B
Point(s) collinear (in projective geometry)      343.B
Point(s) complete accumulation      425.O
Point(s) condensation      425.O
Point(s) conjugate      46.C 364.C
Point(s) conjugate (in a projective space)      343.E
Point(s) corresponding (with respect to confocal quadrics)      350.E
Point(s) critical (of A $C^\infty$-function)      279.B
Point(s) critical (of a function)      106.L
Point(s) critical (of a mapping)      105.J 193.J 208.B
Point(s) critical (of a trajectory)      126.D
Point(s) cut (on a geodesic)      178.A
Point(s) degenerate critical      106.L 279.B
Point(s) dependent (in a projective space)      343.B
Point(s) dependent (in an affine space)      7.A
Point(s) deviation      336.B
Point(s) discontinuity      84.B
Point(s) discontinuity, of the first kind      84.B
Point(s) discontinuity, of the second kind      84.B
Point(s) dual passive boundary      260.I
Point(s) elliptic (of a Fuchsian group)      122.C
Point(s) elliptic (on a surface)      111.H
Point(s) end (of an ordinary curve)      93.C
Point(s) entrance boundary      260.I
Point(s) equianharmonic range of      343.D
Point(s) equilibrium      108.C
Point(s) equilibrium (in the theory of games)      173.C
Point(s) equilibrium (of a trajectory)      126.D
Point(s) equivariant (of a mapping)      153.B
Point(s) equivariant, index (of a mapping)      153.B
Point(s) essentially singular (with respect to an analytic set)      21.M
Point(s) estimation      399.B 401.C
Point(s) exit boundary      260.I
Point(s) exterior (of a subset)      425.N
Point(s) externally irregular      338.L
Point(s) extreme (of a convex set)      89.A
Point(s) extreme (of a subset of a linear space)      424.T
Point(s) fiat (of a surface)      111.H
Point(s) fixed (method of roundoff)      138.B
Point(s) fixed (of a discontinuous transformation group)      122.A
Point(s) fixed (of a flow)      126.D
Point(s) fixed (of a mapping in a topological linear space)      153.D
Point(s) fixed (of a mapping)      153.A
Point(s) fixed (of a topological transformation group)      431.A
Point(s) fixed branch (of an algebraic differential equation)      288.A
Point(s) fixed, index (of a mapping)      153.B
Point(s) fixed, of discontinuity      5.B 407.A
Point(s) fixed, theorem      153
Point(s) focal (of a submanifold of a Riemannian manifold)      364.C
Point(s) frontier (of a subset)      425.N
Point(s) functions      380.A
Point(s) fundamental (of a projective space)      343.C
Point(s) fundamental (with respect to a birational mapping)      16.I
Point(s) generalized peak      164.D
Point(s) generic      16. A
Point(s) geodesic      111.H 365.D
Point(s) geometric (of a scheme)      16.D
Point(s) homoclinic      126.J
Point(s) hyperbolic (on a surface)      111.H
Point(s) hyperbolic fixed      126.G
Point(s) hyperbolic singular      126.G
Point(s) ideal (in hyperbolic geometry)      285.C
Point(s) independent (in a projective space)      343.B
Point(s) independent (in an affine space)      7.A
Point(s) initial (of a curvilinear integral)      94.D
Point(s) initial (of a path)      170
Point(s) initial (of a position vector)      7.A
Point(s) initial (of a vector)      442.A
Point(s) integral      428.E 428.F
Point(s) interior      425.B
Point(s) internally irregular      338.L
Point(s) irregular (of a Markov process)      261.D
Point(s) irregular (of an analytic set)      45.D
Point(s) irregular boundary      120.D
Point(s) irregular singular      254.B
Point(s) isolated      425.O
Point(s) isolated (of a curve)      93.G
Point(s) isolated fixed      126.G
Point(s) isotropic      365.D
Point(s) k-rational (of an algebraic variety)      16.A 369.C
Point(s) left singular (of a diffusion process)      115.B
Point(s) limit (of a discontinuous group)      122.C
Point(s) limit (of a sequence of points)      87.E
Point(s) limit (of a sequence of real numbers)      87.B
Point(s) limit, type      112.I
Point(s) logarithmic branch (of a Riemann surface)      367.B
Point(s) middle (of two points of an affine spacej      7.C
Point(s) movable branch (of an algebraic differential equation)      288.A
Point(s) multiple (of a plane algebraic curve)      9.B
Point(s) multiple (on a variety)      16.F
Point(s) multiple (on an arc)      93.B
Point(s) negative limit      126.D
Point(s) nodal      304.C
Point(s) nondegenerate critical      106.L 279.B
Point(s) nondegenerate critical (of a function on a Hilbert manifold)      286.N
Point(s) nonrecurrent      260.B
Point(s) nonsingular (of an algebraic variety)      16.F
Point(s) normal (of a variety)      16.F
Point(s) normal (of an analytic space)      23.D
Point(s) null recurrent      260.B
Point(s) of density (of a measurable set of the real line)      100.B
Point(s) of inflection (of a curve of class $C^2$)      93.G
Point(s) of inflection (of a plane algebraic curve)      9.B
Point(s) order of (in an ordinary curve)      93.C
Point(s) order of (with respect to a cycle)      99.D
Point(s) ordinary (in hyperbolic geometry)      285.C
Point(s) ordinary (of a curve of class $C^k$)      93.G
Point(s) ordinary (of a plane algebraic curve)      9.B
Point(s) ordinary (of an analytic set)      23.B
Point(s) ordinary (of an ordinary curve)      93.C
Point(s) ordinary (on a Riemann surface)      11.D
Point(s) overcrossing      235.A
Point(s) parabolic (on a surface)      110.B 111.H
Point(s) passive boundary      260.I
Point(s) peak      164.D
Point(s) positive limit      126.D
Point(s) positive recurrent      260.B
Point(s) principal      180.B
Point(s) r-ple (of a plane algebraic curve)      9.B
Point(s) ramification (of an analytic covering space)      23.E
Point(s) rational      118.E
Point(s) rational double      418.C
Point(s) recurrent (of a Markov process)      261.B
Point(s) reflection (with respect to a circle)      74.E
Point(s) regular (in catastrophe theory)      51.F
Point(s) regular (of a differentiable mapping)      105.J
Point(s) regular (of a diffusion process)      115.B
Point(s) regular (of a flow)      126.D
Point(s) regular (of a Hunt process)      261.D
Point(s) regular (of a polyhedron or cell complex)      65.B
Point(s) regular (of a surface in $E^3$)      111.J
Point(s) regular (of an analytic set)      23.B 45.D
Point(s) regular (with respect to an analytic set)      21.M
Point(s) regular (with respect to the Dirichlet problem)      207.B
Point(s) regular boundary      120.D
Point(s) regular singular      254.B
Point(s) rest (of a trajectory)      126.D
Point(s) right singular (of a diffusion process)      115.B
Point(s) saddle (of a function)      255.B 292.A
Point(s) saddle (of a system of ordinary differential equations)      126.G
Point(s) saddle (of two-person games)      108.B
Point(s) saddle (on a surface)      111.H
Point(s) saddle, method      25.C
Point(s) sample      342.B 396.B 398.A
Point(s) Schwinger      150.F
Point(s) semiregular (of a surface in $E^3$)      111.J
Point(s) simple (of an analytic set)      23.B 418.A
Point(s) simple (on a variety)      16.F
Point(s) singular (of a continuous vector field)      153.B
Point(s) singular (of a curve of class $C^k$)      93.G
Point(s) singular (of a linear difference equation)      104.D
Point(s) singular (of a plane algebraic curve)      9.B
Point(s) singular (of a polyhedron or cell complex)      65.B
Point(s) singular (of a quadric hypersurface)      343.E
Point(s) singular (of a surface in $E^3$)      111.J
Point(s) singular (of a system of linear ordinary differential equations)      254.A
Point(s) singular (of a system of ordinary differential equations)      289.A
Point(s) singular (of a trajectory)      126.D 126.G
Point(s) singular (of an analytic set)      23.B 418.A
Point(s) singular (on a variety)      16.F
Point(s) smooth (of variety)      16.F
Point(s) stable      16.W
Point(s) stationary (of an arc of class $C^n$)      111.D
Point(s) successive minimum      182.C
Point(s) supporting (of a convex set)      89.G
Point(s) supporting (of a projective frame)      343.C
Point(s) symmetric (with respect to a circle)      74.E
Point(s) terminal (of a curvilinear integral)      94.D
Point(s) terminal (of a Markov process)      261.B
Point(s) terminal (of a path)      176
Point(s) terminal (of a vector)      442.A
Point(s) transient      260.B
Point(s) transition      254.F
Point(s) transversal homoclinic      126.J
Point(s) turning      25.B 254.F
Point(s) ultrainfinite (in hyperbolic geometry)      285.C
Point(s) umbilical (of a surface)      111.H 365.D
Point(s) undercrossing      235.A
Point(s) unit (of a projective frame)      343.C
Point(s) unit (of a projective space)      343.C
Point(s) unit (of an affine frame)      7.C
Point(s) w-(of an entire function)      429.B
Point(s) wandering (of a trajectory)      126.E
Point(s) Weierstrass      11.D
Point(s) zero (of a holomorphic function)      198.C
Point(s) zero (of a polynomial)      337.B 369.C
Point(s) zero (of a subset of a polynomial ring)      369.C
Point(s) zero, of the - kth order (of a complex function)      198.D
Point(s) zero, of the kth order (of a holomorphic function)      198.C
Point(s), degree of      99.D
Point(s), harmonic range of      343.D
Point-finite covering (of a set)      425.R
Pointed coalgebra      203.F
Pointed set      172.J
Pointed set, morphism of      172.J
Pointed shape category      382
Pointed topological spaces, category of      202.B
POINTER      96.B
Points of indeterminacy, set of      23.D
Pointwise convergent sequence      435.B
Pointwise ergodic theorem      136.B
Poisson bracket      82.B 271.F 324.C 324.D
Poisson bracket (of two vector fields)      105.M
Poisson differential equation      323.A App. Table
Poisson distribution      341.D 397.F App. Table
Poisson equation      338.A
Poisson formula      App. A Table
Poisson formula of $T^m=E^m/\Gamma$      391.J
Poisson input      260.H
Poisson integral      168.B 193.G
Poisson integral formula      198.B
Poisson integration formula      App. A Table
Poisson kernel      159.C
Poisson number      271.G
Poisson point process, stationary      407.D
Poisson process      5.D
Poisson process compound      5.F
Poisson random measure      407.D
Poisson ratio      271.G
Poisson solution      325.D
Poisson stable      126.E
Poisson stable negatively      126.E
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