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| Ito K. — Encyclopedic Dictionary of Mathematics. Vol. 2 |
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| Предметный указатель |
Draper, Norman Richard 102.r
Drasin, David 272.K r
Drawer principle, Dirichlet 182.F
Dreitlein, Joseph F. 132.r
Drell, Sidney David 132.r 150.r
Dreyfus, Stuart Ernest 127.r
Drift part 406.B
Drift transformation by 261.F
Drift transformation of 406.B
Driver, Rodney D. 163.B
Dryden, H.L. 433.r
du Bois Reymond problem 159.H
du Bois — Reymond and Dedekind, test of 379.D
Dual (cell) 65.B
Dual (graded module) 203.B
Dual (graph) 186.H
Dual (matroid) 66.H
Dual (proposition in a projective space) 343.B
Dual (regular polyhedron) 357.B
Dual (symmetric Riemannian space) 412.D
Dual (topological group) 422.C 437.J
Dual algebra 203.F
Dual basis (of a linear space) 256.G
Dual bundle 147.F
Dual category 52.F
Dual cell, (n - q)- 65.B
Dual coalgebra 203.F
Dual complex 65.B
Dual cone 125.BB
Dual convex cone 89.F
Dual curve (of a plane algebraic curve) 9.B
Dual direct product decomposition 422.H
Dual frame 417.B
Dual homomorphism (of a homomorphism of algebraic tori) 13.D
Dual homomorphism (of lattices) 243.C
Dual Hopf algebra 203.C
Dual isomorphism (between ordered sets) 311.E
Dual isomorphism (of lattices) 243.C
Dual lattice 243.C 310.E 450.K
Dual linear space 256.G
Dual linear space self- 256.H
Dual mapping (of a linear mapping) 256.G
Dual Martin boundary 260.I
Dual module 277.K
Dual operator in Banach space 37.D
Dual operator of a differential operator 125.F
Dual operator of a linear operator 251.D
Dual ordering 311.A
Dual passive boundary point 260.I
Dual problem 255.B 349.B
Dual process 261.F
Dual representation 362.E
Dual resonance model 132.C
Dual semigroup 378.F
Dual space (of a C*-algebra) 36.G
Dual space (of a linear space) 256.G
Dual space (of a linear topological space) 424.D
Dual space (of a locally compact group) 437.J
Dual space (of a normed linear space) 37.D
Dual space (of a projective space) 343.B
Dual space quasi- (of a locally compact group) 437.I
Dual space strong 424.K
Dual subdivision 65.B
Dual vector bundle 147.F
Duality (for symmetric Riemannian space) 412.D
Duality (in field theory) 150.E
Duality mapping 251.J
Duality Martineau — Harvey 125.Y
Duality Poincare (in manifolds) 201.0
Duality Poincare (in Weil cohomology) 450.Q
Duality principle (for closed convex cone) 89.F
Duality principle (for ordering) 311.A
Duality principle of (in projective geometry) 343.B
Duality property (of linear space) 256.G
Duality theorem (in mathematical programming) 292.D
Duality theorem (of linear programming) 255.B
Duality theorem (on Abelian varieties) 3.D
Duality theorem Alexander 201.O
Duality theorem for  -module 422.L
Duality theorem of Takesaki 308.I
Duality theorem Poincare — Lefschetz 201.0
Duality theorem Pontryagin (on topological Abelian groups) 192.K 422.C
Duality theorem Serre (on complex manifolds) 72.E
Duality theorem Serre (on projective varieties) 16.E
Duality theorem Tannaka (on compact groups) 69.D
Duality theorem Tannaka (on compact Lie group) 249.U
Dually isomorphic (lattices) 243.C
Dubinsky, Ed. 168.B
Dubreil, Paul 243.r
Dubreil-Jacotin, Marie-Louise 243.r
Dubrovin, B.A. 387.r
Dubyago, Alexander Dmitrievich 309.r
Dudley, Richard Mansfield 176.G
Duffin. Richard J. 264.r
Duffing differential equation 290.C
Duffing, G. 290.C
Dufresnoy, Jacques 17.C 124.B
Dugundji, James 425.r
Duhamel method 322.D
Duhem relation, Gibbs- 419.B
Duhem, Pierre Maurice Marie 419.B
Duijvestijn, A.J.W. NTR
Duistermaat, Johannes Jisse 274.B I r
Dulac, M.H. 289.C D r
Dummy index (of a tensor) 256.J
Dunford integrable 443.F
Dunford integral 251.G 443.F
Dunford — Pettis theorem 68.M
Dunford, Nelson 37.r 68.M 112.I O r r r r r F-H r
Duo-trio test 346.D
Dupin indicatrix 111.H
Dupin, cyclide of 111.H
Dupin, Pierre Charles Francois 11.I H
duplication of a cube 179.A
Durand — Kerner (DK) method 301.F
Durand — Kerner — Aberth (DKA) method 301.F
Durand, E. 301.F
Durand, William Frederick 222.r
Duren, Peter Larkin 43.r 438.r
Durer, Albrecht 360
Durfee, Alan H. 154.B 418.r
Duschek, Adalbert 111.r
DuVal, Patrick 418.C
Duvaut, Georges 440.r
Dvoretsky, Aryeh 45.r 443.D
Dvoretzky — Rogers theorem 443.D
Dwork, Bernard M. 450.G Q
Dwyer, Paul Summer 298.r
Dyadic compactum 79.D
Dydak, Jerzy 382.A C
Dye, Henry Abel 136.F r
Dyer, S. Eldon, Jr. 237.r
Dym, Harry 176.K
Dynamic programming 127 264.C
Dynamic programming model 307.C
Dynamical system classical 126.L 136.G
Dynamical system continuous 126.B
Dynamical system differential 126.B
Dynamical system discrete 126.B
Dynamical system linear 86.B
Dynamical system(s) 126
Dynamics analytical 271.F
Dynamics fluid 205.A
Dynamics magnetofluid 259
Dynamics quantum flavor 132.D
Dynamo theory, hydromagnetic 259
Dynkin class 270.B
Dynkin class theorem 270.B
Dynkin diagram (of a complex semisimple Lie algebra) 248.S
Dynkin diagram (of a complex semisimple Lie algebra), extended App. A Table
| Dynkin formula 261.C
Dynkin representation of generator 261.C
Dynkin, Evgenil Borisovich 115.A r r C Table
Dyson, Freeman John 132.C 146.A 150.A 182.G 212.B 402.G
Dzyaloshinskii, Igor Ekhiel’vich 402.r
d’Alembert criterion App. A Table
d’Alembert method of reduction of order 252.F
d’Alembert paradox 205.C
d’Alembert solution 325.D
d’Alembert, Jean le Rond 20 107.B 130.A 205.C 239 252.F 325.D App. A Table
d’Alembertian 130.A
d’Atri, Joseph Eugene 364.r 384.E
d’Espagnat, Bernard 351.r
d’Ocagne, Maurice 19.D r
d’’-cohomology group 72.D
E terior problem (for the Dirichlet problem) 120.A
E waves 130.B
E-function 430.D
E-optimality 102.E
Easton, William B. 33.F r
Eberlein theorem 424.V
Eberlein — Shmul’yan theorem 37.G
Eberlein, Ernst 136.H
Eberlein, Patrick Barry 178.r
Eberlein, William Frederick 37.G 162 424.V
Ebin, David G. 178.B 183.r
Eccentric angle of a point on a hyperbola 78.E
Eccentric angle of a point on an ellipse 78.E
Eccentric anomaly 309.B
Eccentricity (of a conic section) 78.B
Echelon space 168.B
Eckmann, Beno 200.I
Ecliptic 392
Econometrics 128
Eddington, Sir Arthur Stanley 109 App. A Table
Eddington’s  App. A Table
Eden, Richard John 146.A C r r
Edge (in a graph) 186.B
Edge (of a convex cell in an affine space) 7.D
Edge (of a linear graph) 282.A
Edge homomorphism 200.J
Edge of the wedge theorem 125.W
Edge reference 281.C
Edgeworth expansion 374.F
Edgeworth, Francis Ysidro 374.F
Edmond, C 432.r
Edmonds, Alan Robert 353.r
Edrei, Albert 17.D 272.K r
Edwards, Harold M. 123.r
Edwards, Robert Duncan 65.A C F
Eells, James 105.r 114.B 183.* r r
Effect 403.D
Effect block 102.B
Effect factorial 102.H
Effect fixed 102.A
Effect fixed, model 102.A
Effect main 102.H
Effect random 102.A
Effect random, model 102.A
Effect treatment 102.B
Effect vector 102.A
Effective descriptive set theory 356.H
Effective divisor (on a variety) 16.M
Effective divisor (on an algebraic curve) 9.C
Effective domain 88.D
Effective genus (of an algebraic curve) 9.C
Effectively (act on a G-space) 431.A
Effectively (act on a G-space)almost 431.A
Effectively calculable function 356.C
Effectively given (object) 22.A
Effectively parametrized (at  ) 72.G
Efficiency 399.D
Efficiency asymptotic 399.N
Efficiency Bahadur 400.K
Efficiency second-order 399.O
Efficiency second-order asymptotic 399.O
Efficiency-balanced block design 102.E
Efficient estimator 399.D
Efficient estimator asymptotically 399.N
Efficient estimator first-order 399.O
Efficient estimator first-order asymptotic 399.O
Efficient kth order asymptotic 399.O
Eflros, Edward George 36.H J
Efron, Bradley 399.O
Egervary theorem, Konig- 281.E
Egorov theorem 270.J
Egorov, Dmitrij Fedorovich 270.J
Egorov, Ivan Petrovich 364.F
Egorov, Yurii Vladimirovich 112.D 274.C I B
Ehrenfest model of diffusion 260.A
Ehrenfest, Paul 260.A 402.r
Ehrenfest, Tatiana Alekseevna Afanaseva 260.A 402.r
Ehrenpreis — Malgrange theorem 112.3
Ehrenpreis, Leon 112.B C R E
Ehresmann, Charles 80.A r r
Ehrlich, Louis W. 301.F
Ehrlich, Paul Ewing 301.r 364.r
Eichler approximation theorem 27.D
Eichler, Martin Maximilian Emil 11.B r r H r L M S
Eicken, W. 75.r
Eidel’man, Samuil Davidovich 112.B 327.H
Eigenchain 390.H
Eigenelement (of a linear operator) 390.A
Eigenfunction (for an integral equation) 217.F
Eigenfunction (of a boundary value problem) 315.B
Eigenfunction (of a linear operator) 390.A
Eigenfunction generalized 375.C
Eigenspace (of a linear mapping) 269.L
Eigenspace (of a linear operator) 390.A
Eigenspace generalized 390.B
Eigenspace in a weaker sense 269.L
Eigenvalue (of a linear mapping) 269.L
Eigenvalue (of a linear operator) 390.A
Eigenvalue (of a matrix) 269.F
Eigenvalue (of an integral equation) 217.F
Eigenvalue (of the Mathieu equation) 268.B
Eigenvalue degenerate 390.A
Eigenvalue generalized 375.C
Eigenvalue geometrically simple 390.A
Eigenvalue index of 217.F
Eigenvalue multiplicity of 217.F
Eigenvalue numerical computation of 298
Eigenvalue problem 390.A
Eigenvalue problem generalized 298.G
Eigenvalue(s) (of a boundary value problem) 315.B
Eigenvector (of a linear mapping) 269.L
Eigenvector (of a linear operator) 390.A
Eigenvector (of a matrix) 269.F
Eigenvector generalized 390.B
Eightfold way 132.D
Eikonal 82.D 180.C
Eikonal equation 324.E 325.L
Eilenberg — MacLane complexes 70.F
Eilenberg — MacLane space 70.F
Eilenberg — MacLane spectrum 202.T
Eilenberg — Postnikov invariants (of a CW complex) 70.G
Eilenberg — Steenrod axioms 201.Q
Eilenberg — Zilber theorem 201.J
Eilenberg, Samuel 31.r 52.r 70.E-G r M O r C E G J Q T r
Einstein convention (on tensors) 256.J
Einstein metric 364.I
Einstein relation (in diffusion) 1.8.A
Einstein space 364.D App. Table
Einstein summation convention 417.B
Einstein — Kahler metric 232.C
Einstein, A. 129
Einstein, Albert 45.A 109 129 132.A 137 150.A 256.J 285.A 351.A 359.A B D r I r Table
Eisenberg, Edmund 292.D
Eisenhart, Luther Pfahler 109.* r
Eisenstein series 32.C
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