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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

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Издание: 2nd edition

Год издания: 1987

Количество страниц: 2120

Добавлена в каталог: 18.03.2009

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Предметный указатель

Cochain(s) deformation      305.B
Cochain(s) finite (of a locally finite simplicial complex)      201.P
Cochain(s) n- (for an associative algebra)      200.L
Cochain(s) separation      305.B
Cochran theorem      374.B
Cochran, William Gemmel(1909-1980)      102.r 373.r 374.B
Cocommutative coalgebra      203.F
Cocycle(s)      200.H 201.H
Cocycle(s) continuous      200.N
Cocycle(s) difference      305.B
Cocycle(s) obstruction      147.L 305.B
Cocycle(s) separation      305.B
Cocycle(s) vanishing (on an algebraic variety)      16.U
Cocycle(s)(in the theory of generalized analytic functions)      164.H
Cocycle(s), module of      200.F
Codazzi — Mainardi equations      111.H App. Table
Codazzi, Delfino(1824-1873)      111.H 365.C 417.F App.A Table
Codazzi, equation of      365.C
Coddington, Earl Alexander(1925-)      107.r 252.r 253.r 254.r 314.r 315.r 316.r 394.r
Code word      63.A
Code(s)      63.A 213.D
Code(s) BHC (Bose — Chaundhuri — Hocquenghem)      63.D
Code(s) block      63.A 213.F
Code(s) convolutional      63.E
Code(s) cyclic      63.D
Code(s) Goppa      63.E
Code(s) group      63.C
Code(s) Hamming      63.C
Code(s) linear      63.C
Code(s) perfect      63.B
Code(s) sliding block      213.E
Code(s) tree      213.E
Code(s) trellis      213.E
Codimension (of a -foliation)      154.B
Codimension (of a linear space)      256.F
Codimension (of a PL embedding)      65.D
Codimension (of an algebraic subvariety)      16.A
Codimension (of an element in a complex)      13.R
Codimension (of the germ of a singularity      51.C
Codimension q, characteristic class of      154.G
Coding rate      213.D
Coding theorem noiseless source      213.D
Coding theorem source      213.D 213.E
Coding theorem, block      213.D
Coding theory      63
Coding theory channel      213.A
Coding theory source      213.A
Codomain (of a mapping)      381.C
Coefficient field (of a projective space)      343.C
Coefficient field (of a semilocal ring)      284.D
Coefficient field (of an affine space)      7.A
Coefficient group (of the cohomology theory)      201.Q
Coefficient module      200.L
Coefficient problem      438.C
Coefficient ring of a semilocal ring      284.D
Coefficient sheaf $\mathfrak{F}$ Cech cohomology with      383.F
Coefficient sheaf $\mathfrak{F}$ , cohomology group with      383.E
Coefficient(s) (of a linear representation)      362.E
Coefficient(s) (of a system of algebraic equations)      10.A
Coefficient(s) (of a term of a polynomial)      337.B
Coefficient(s) autocorrelation      397.N
Coefficient(s) binomial      330 App. Table
Coefficient(s) canonical correlation      280.E 374.C
Coefficient(s) Clebsch — Gordan      258.A 353.B
Coefficient(s) confidence      399.Q
Coefficient(s) correlation (of two random variables)      342.C 397.H
Coefficient(s) differential      106.A
Coefficient(s) expansion      317.A
Coefficient(s) Fourier      159.A 197.C 317.A App. Table
Coefficient(s) Fourier (of an almost periodic function)      18.B
Coefficient(s) Gini, of concentration      397.D
Coefficient(s) indeterminate, Lagrange method of      106.L
Coefficient(s) Lagrange interpolation      223.A
Coefficient(s) Legendre      393.B
Coefficient(s) multiple correlation      397.J
Coefficient(s) of a Riemannian connection      80.L
Coefficient(s) of an affine connection      80.L
Coefficient(s) of bulk viscosity      205.C
Coefficient(s) of determination      397.H 397.J
Coefficient(s) of excess      341.H 396.C
Coefficient(s) of order p      110. A
Coefficient(s) of shear viscosity      205.C
Coefficient(s) of skewness      341.H
Coefficient(s) of thermal expansion      419.B
Coefficient(s) of variation      397.C
Coefficient(s) of viscosity      205.C
Coefficient(s) partial correlation      397.J
Coefficient(s) partial differential      106.F
Coefficient(s) population correlation      396.D
Coefficient(s) Racah      353.B
Coefficient(s) reflection      387.D
Coefficient(s) regression      397.H 397.J 403.D
Coefficient(s) sample correlation      396.D
Coefficient(s) sample multiple correlation      397.J
Coefficient(s) sample partial correlation      280.E
Coefficient(s) torsion (of a complex)      201.B
Coefficient(s) transmission      387.D
Coefficient(s) transport      402.K
Coefficient(s) universal, theorem      200.D 200.G 200.H 201.G 201.H
Coefficient(s) Wigner      353.B
Coercive (boundary condition)      112.H 323.H
Cofactor (of a minor)      103.D
Coffman, Charles V.      246.J
Cofibering      202.G
Cofinal (ordinal numbers)      312.C
Cofinal (subset of a directed set)      311.D
Cofinal object      52.D
Cofinal subnet      87.H
Cofinality      312.C
Cofinality, cardinality and      33.F
Cogenerator (of an Abelian category)      200.H
Cographic      66.H
Cohen theorem (on Noetherian rings)      284.A
Cohen, Eckford(1920-)      121.A
Cohen, Irvin Sol(1917-)      284.A 284.D 284.G
Cohen, Jacob Willem(1923-)      227.r
Cohen, Marshall M.(1937-)      91.r
Cohen, Paul Joseph(1934-)      22.F 33.D 33.r 49.D 192.P 192.Q
Cohen, S.G.      353.r
Coherence      397.N 421.E
Coherent $\mathscr{C}$ -module, quasi-      16.E
Coherent -module      16.E
Coherent algebraic sheaf      16.E 72.F
Coherent analytic sheaf      72.E
Coherent sheaf of rings      16.E
Coherent vector      277.D
Coherently oriented (pseudomanifold)      65.B
Cohn — Vossen theorem      111.I
Cohn, Paul Moritz(1924-)      249.r
Cohn, Richard M.(1919-)      104.r
Cohn—Vossen, Stefan(1902-1936)      109 111.I 178.F 178.H 357.r 365.E 410.r
Cohomological dimension (of a scheme)      16.E
Cohomological dimension (of a topological space)      117.F
Cohomological dimension (of an associative algebra)      200.L
Cohomological functor      200.I
Cohomology      6.E 200.H
Cohomology class      200.H
Cohomology class canonical (in Galois cohomology in the class field theory)      59.H
Cohomology class orientation      201.N
Cohomology equivariant      431.D
Cohomology exact sequence (for simplicial complexes)      20).L
Cohomology Galois      200.N
Cohomology Gel’fand — Fuks      105.AA
Cohomology group(s)      201.H
Cohomology group(s) $\bar{\partial}$ -      72.D
Cohomology group(s) Alexander      201.M
Cohomology group(s) Amitsur      200.P
Cohomology group(s) Cech (for topological spaces)      201.M 201.P
Cohomology group(s) Cech, with coefficient sheaf $\mathscr{F}$       383.F
Cohomology group(s) cellular      201.H

Cohomology group(s) de Rham      201.H
Cohomology group(s) Dolbeault      72.D
Cohomology group(s) generalized (for CW complexes)      201.H
Cohomology group(s) Hochschild      200.L
Cohomology group(s) integral (of a topological space)      201.H
Cohomology group(s) local      125.W
Cohomology group(s) rational      200.O
Cohomology group(s) reduced (of a topological space)      201.H
Cohomology group(s) relative (sheaf cohomology)      125.W
Cohomology group(s) relative Alexander      201.M
Cohomology group(s) relative Cech      201.M
Cohomology group(s) singular, of X with coefficients in G      201.H
Cohomology group(s) singular, with compact supports      201.P
Cohomology group(s) with coefficient sheaf $\mathscr{F}$       383.E
Cohomology l-adic      450.Q
Cohomology module      200.F
Cohomology non-Abelian      200.M
Cohomology operation(s)      64
Cohomology operation(s), functional      202.S
Cohomology operation(s), primary      64.B
Cohomology operation(s), stable      64.B
Cohomology operation(s), stable primary      64.B
Cohomology operation(s), stable secondary      64.C
Cohomology ring de Rham (of a differential manifold)      105.R
Cohomology ring de Rham (of a topological space)      201.I
Cohomology ring of a compact connected Lie Group      App. A Table
Cohomology ring of an Eilenberg — Maclane complex      App. A Table
Cohomology ring singular (of a topological space)      201.I
Cohomology sequence, exact      200.H
Cohomology set      172.K
Cohomology spectral sequence      200.J
Cohomology Tate      200.N
Cohomology theory (theories) Alexander — Kolmogorov — Spanier      201.M
Cohomology theory complete      200.N
Cohomology theory generalized      201.Q
Cohomology theory on the category of topological pairs      201.Q
Cohomology theory with E-coefficient, generalized      202.T
Cohomology vanishing theorems      194.G
Cohomology Weil      440.Q
Cohomology, exact sequence of      200.F
Cohomotopy group      202.I
Coideal      203.F
Coifman, Ronald R.      168.B 251.r
Coimage (of a homomorphism of presheaves of sheaves)      383.D
Coimage (of a morphism)      52.N
Coimage (of an A-homomorphism)      277.E
Coincidence number (of mappings)      153.B
Coincidence point (of mappings)      153.B
Coindex $(of C^\infty$ -function)      279.E
Cokernel (of a homomorphism of presheaves or sheaves)      383.D
Cokernel (of a morphism)      52.N
Cokernel (of an A-homomorphism)      277.E
Cole, B.      164.D
Cole, J.D.      25.r
Coleman, Sidney Richard(1937-)      146.C
Colin de Verdiere, Yves(1945-)      391.J
Collapsing      65.C
Collapsing elementary      65.C
Collatz, Lothar Otto(1910-)      217.r 298.r
Collectionwise Hausdorff space      425.AA
Collectionwise normal space      425.AA
Collective      342.A
Collective $\psi$ -      354.E
Collective risk theory      214.C
Collinear points      343.B
Collinear vectors      442.A
Collineation(s)      343.D
Collineation(s) in the wider sense      343.D
Collineation(s) projective      343.D
Collineation(s) projective, in the wider sense      343.D
Collineation(s), group of      343.D
Collingwood, Edward Foyle(1900-1970)      62.C 62.D 62.r
Collins, P.D.B.      386.r
Collocation method      303.I
Colocal (coalgebra)      203.I
Color conjecture, four      186.I
Color lattice      92.D
Color point group      92.D
Color symmetric group      92.D
Colored symmetric group      92.D
Coloring (of a graph)      186.I
Coloring, Tait      157.C
Colors, number of      93.D
Column finite matrix      269.K
Column nullity (of a matrix)      269.D
Column vector      269.A
Column(s) (of a matrix)      269.A
Column(s), iterated series by (of a double series)      379.E
Column(s), repeated series by (of a double series)      379.E
Comass (on k-forms)      275.G
Comb space      89.A
Combes, Jean-Michel Christian(1941-)      331.F
Combescure, correspondence of      111.F
Combescure, Edouard(c.1819-?)      111.F
Combination k-      330
Combination linear (of elements in a linear spase)      256.C
Combination linear (of ovals)      89.D
Combination multiple      App. A Table
Combination number of treatment      102.L
Combination theorem, Klein      234.D
Combinatorial analysis      66.A
Combinatorial equivalence      65.A
Combinatorial manifold      65.C
Combinatorial mathematics      66.A
Combinatorial Pontryagin class      56.H
Combinatorial problems      App. A Table
Combinatorial property      65.A
Combinatorial sphere, group of oriented differentiable structures on      114.I
Combinatorial theory      66.A
Combinatorial topology      426
Combinatorial triangulation      65.C
Combinatorial triangulation problem      65.C
Combinatorially equivalent      65.A
Combinatorics      66
Commensurable      122.F
Commichau, Michael      72.r
Common divisor (of elements of a ring)      67.H
Common divisor, greatest      67.H 297.A
Common logarithm      131.C
Common multiple (of elements of a ring)      67.H
Common multiple least      67.H 297.A
Common notion      35.A
Communality      346.F
Commutant      308.C
Commutation relations canonical      351.C 377.A
Commutation relations normal      150.D
Commutative algebra      203.F
Commutative diagram      52.C
Commutative field      368.B
Commutative group      2.A 190.A
Commutative law for group composition      190.A
Commutative law for multiplication (in a commutative ring)      368.A
Commutative law in a lattice      243.A
Commutative law in the algebra of sets      381.B
Commutative law of addition (in a ring)      368.A
Commutative law on cardinal numbers      49.C
Commutative law on the addition of natural numbers      294.B
Commutative law on the multiplication of natural numbers      294.B
Commutative Lie group      249.D
Commutative multiplication (of a graded algebra)      203.B
Commutative multiplication homotopy-      203.D
Commutative ring      368.A
Commutative ring, category of      52.B
Commutatively convergent series      379.C
Commutativity, event      346.G
Commutator (of differential operators)      324.C
Commutator (of two elements of a group)      190.H
Commutator group      190.H
Commutator self-      251.K
Commutator subgroup      190.H

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