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| Ito K. — Encyclopedic Dictionary of Mathematics |
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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  Cech cohomology with 383.F
Coefficient sheaf , 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  -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)  - 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  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 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  -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  - 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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