Авторизация
Поиск по указателям
Rektorys K. — Survey of Applicable Mathematics.Volume 2.
Обсудите книгу на научном форуме Нашли опечатку?
Название: Survey of Applicable Mathematics.Volume 2.Автор: Rektorys K. Аннотация: This major two-volume handbook is an extensively revised, updated second edition of the highly praised Survey of Applicable Mathematics, first published in English in 1969.
Язык: Рубрика: Математика /Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Издание: 2ndГод издания: 1994Количество страниц: 978Добавлена в каталог: 30.08.2014Операции: Положить на полку |
Скопировать ссылку для форума | Скопировать ID
Предметный указатель
MacDonald functions I 703 Maclaurin formula I 397 Maclaurin inequality II 649 Magnitude of vector I 168 I Mainardi equations I 333 Maintenance strategy II 786 Majorant of function I 525 Majorant of series I 346 I II Mapping II 344 see Mapping, conformal II 289 ff Mapping, continuous I 418 Mapping, contractive II 345 Mapping, definition I 46 II Mapping, injective II 345 Mapping, into set, onto set I 46 II Mapping, linear (systems of algebraic equations), composition of I 63 Mapping, linear (systems of algebraic equations), definition I 63 Mapping, linear (systems of algebraic equations), matrix notation for I 64 Mapping, one-to-one, between sets I 46 Mapping, one-to-one, between sets, substitution I 64 Mapping, regular I 418 Mapping, surjective II 344 Markov chain II 804 Markov chain, Chapman — Kolmogorov equations II 805 Markov chain, homogeneous II 804 Markov chain, Markov property II 804 Markov chain, transition, matrix II 804 Markov chain, transition, probability II 804 Markov inequality II 729 Markov process II 700 Markov process, failure intensity II 802 Markov process, Ghapman — Kolmogorov equation II 800 Markov process, homogeneous II 800 Markov process, initial and stationary distribution II 800 Markov process, Kolmogorov differential equations II 800 ff Markov process, Markov property II 700 Markov process, transition, intensity II 801 Markov process, transition, probability II 709 Markov theorem II 732 Mass, integral calculus for, curves in space I 620 Mass, integral calculus for, plane curves I 618 Mass, integral calculus for, plane figures I 623 Mass, integral calculus for, solids I 626 Mass, integral calculus for, surfaces I 620 Mass, matrix II 465 Mathematical physics, problems of II 147 II II Matrix, matrices, analysis II 110 Matrix, matrices, banded II 613 Matrix, Matrices, characteristic I 52 Matrix, Matrices, characteristic, polynomial of I 50 Matrix, Matrices, complex conjugate I 52 Matrix, Matrices, congruent I 64 Matrix, Matrices, conjunctive I 68 Matrix, Matrices, decomposed into diagonal blocks I 55 I Matrix, Matrices, diagonal I 56 Matrix, matrices, diagonally dominant II 619 Matrix, Matrices, diagonals, principal and secondary I 26 I Matrix, matrices, eigenvalues of I 59 Matrix, matrices, elementary divisors of I 58 Matrix, matrices, full II 626 II Matrix, matrices, functions of II 110 II Matrix, matrices, fundamental II 103 II Matrix, matrices, Gram II 422 II Matrix, Matrices, Hermitian I 53 Matrix, matrices, Hilbert II 611 Matrix, matrices, identity I 50 II Matrix, matrices, ill-conditioned II 605 Matrix, matrices, in lower Hessenberg form II 638 Matrix, matrices, in upper Hessenberg form II 638 Matrix, matrices, indefinite I 67 Matrix, matrices, inverse I 50 II Matrix, matrices, Jordan I 60 II Matrix, matrices, Jordan, block I 60 II Matrix, matrices, lambda- I 56 Matrix, matrices, lambda- I 57 Matrix, matrices, lambda- I 56 Matrix, matrices, lambda- I 56 Matrix, matrices, lambda- I 57 Matrix, matrices, lambda- I 57 Matrix, matrices, lower triangular II 596 Matrix, matrices, mass II 465 Matrix, matrices, minor, of order I 28 Matrix, matrices, Moore — Penrose generalized inverse II 600 Matrix, matrices, multiplication of I 49 Matrix, Matrices, n-rowed square I 26 Matrix, matrices, negative definite I 67 Matrix, matrices, non-defective II 631 Matrix, Matrices, non-singular I 50 Matrix, matrices, of linear algebraic system I 33 II Matrix, Matrices, operations on I 49 ff Matrix, Matrices, orthogonal I 52 I Matrix, Matrices, partitioned into blocks I 53 Matrix, matrices, plane rotation II 633 Matrix, matrices, positive definite I 67 II Matrix, Matrices, product of I 49 Matrix, matrices, profile II 613 Matrix, matrices, pseudoinverse II 609 Matrix, matrices, rank, definition and theorems I 26 ff Matrix, matrices, reflection II 641 Matrix, Matrices, regular I 50 Matrix, matrices, sequence of II 111 Matrix, matrices, series of II 111 Matrix, Matrices, signature of form I 67 Matrix, Matrices, similar I 59 II Matrix, matrices, skew-symmetric I 51 Matrix, matrices, sparse II 611 II Matrix, Matrices, square I 50 Matrix, matrices, stiffness II 423 Matrix, matrices, symmetric I 51 Matrix, matrices, Toeplitz II 611 Matrix, matrices, trace of I 53 Matrix, Matrices, transposed I 26 Matrix, Matrices, triangular I 55 Matrix, matrices, tridiagonal II 612 Matrix, Matrices, unitary I 53 Matrix, matrices, upper triangular I 55 II Matrix, Matrices, upper triangular, eigenvalues of I 59 Matrix, matrices, Vandermonde II 611 Matrix, matrices, well-conditioned II 605 Maxima of functions I 392 ff I Maximal solution of ordinary differential equation II 7 Maximum, likelihood, estimator II 749 Maximum, likelihood, estimator, for censored random samples II 790 ff Maximum, likelihood, estimator, method II 749 ff Maximum, principle, for harmonic functions II 177 Maximum, principle, for heat equation II 200 Mean(mean value) II 698 Mean(mean value) of linear transformation of random variables II 728 Mean(mean value) of stochastic process II 810 II Mean(mean value), conditional II 706 Mean(mean value), curvature I 278 Mean(mean value), deviation II 701 Mean(mean value), sample II 736 Mean, curvature I 278 Mean, torsion I 279 Mean-value theorem(s) I 387 I Mean-value theorem(s) for double integrals I 580 Mean-value theorem(s) for harmonic functions II 180 II Mean-value theorem(s), generalization for several variables I 415 Mean-value theorem(s), generalized I 388 Measurable, functions I 561 Measurable, sets I 560 Median II 700 Median sample II 740 Mellin transform II 568 Meromorphic function II 267 Meromorphic function of several complex variables II 288 Mesh point II 546 II Mesh point, boundary II 563 Mesh point, inner II 562 Mesh point, interior II 562 Method(s) of discretization in time II 215 Method(s) of finite differences II 546 ff Method(s) of finite elements II 428 ff Method(s) of parameters II 28 II Method(s) of performing conformal mapping II 296 ff Method(s) of Rothe II 215 Method(s) of Schwarz quotients II 87 Method(s) of separation of variables II 14 II Method(s) of transfer and normalized transfer of boundary conditions II 519 ff Method(s) of variation of parameters II 18 II II II Method(s) Ritz II 422 Method(s) Runge — Kutta II 492 ff Method(s), Fourier II 534 ff Method(s), Galerkin II 427 Metric II 323 Metric axioms II 323 Metric invariant II 330 Metric spaces II 323 ff Metric spaces, linear and other operators in II 344 ff Metric tensor of space I 247 Meusnier theorem I 327 Milne device II 510 Milne formula II 511 Minima of functions I 392 I Minimal angle condition II 448 Minimax, approximation II 669 Minimax, principle II 86 Minimum of functional of energy II 354 II II Minkowski inequality I 9 Minor in determinant I 30 Mixed derivatives, interchangeability I 408 Mixed problems for partial differential equations II 150 II II II Mixed process (ARMA) II 813 II Mixed product of three vectors I 230 MODE II 700 Modulus of continuity II 071 Modulus of continuity, uniform II 671 Modulus of vector I 227 Moivre theorem I 11 Moivre — Laplace theorem II 733 Moment(s) II 698 Moment(s) of inertia, formulae for, plane figures I 95 ff Moment(s) of inertia, formulae for, solids I 104 ff Moment(s) of inertia, integral calculus for, curves in space I 620 Moment(s) of inertia, integral calculus for, plane curves I 619 Moment(s) of inertia, integral calculus for, plane figures I 624 Moment(s) of inertia, integral calculus for, solids I 628 Moment(s) of inertia, integral calculus for, surfaces I 631 Moment(s), central II 698 Moment(s), method of II 750 ff Moment(s), mixed II 708 Moment(s), sample II 737 Monodromy theory II 277 Monogenic function II 246 Monotone operator II 372 Monotonic functions I 391 Monotonic sequences I 341 Montpellier conoid I 224 Moore — Penrose generalized inverse of matrix II 609 Movable (free) ends of admissible curves II 395 Moving, average (MA) II 812 II Moving, polhode I 127 Moving, trihedron and Frenet formulae I 268 ff Multigrid method II 625 Multiindex II 339 Multiple, angle formulae of trigonometric functions I 74 Multiple, comparison II 782 Multiple, point of curve I 261 Multiplication of matrices I 49 Multiplication of tensors I 255 Multiplication of vectors I 228 ff Multiplicity of eigenvalue I 84 I Multipliers, Lagrange mehod I 442 Multishooting method II 518 Multivariate, analysis II 785 ff Multivariate, distribution II 704 II Multivariate, process II 797 n-component (complex) vector I 24 n-coordinate (complex) vector I 24 N-dimensional sphere II 281 n-dimensional sphere in Euclidean space II 321 n-dimensional sphere in metric space II 326 n-dimensional torus II 280 n-dimensional vector space I 24 Nabla operator I 234 Napier rule I 84 Natural logarithms, base of I 341 Natural numbers I 2 Natural numbers, sums of powers of I 16 Navier — Stokes equations II 203 Negative half line I 174 Negative orientation I 229 Neighbourhood of point I 366 I II II Neighbourhood of point in metric space II 326 Neil parabola I 126 Nephroid I 133 Nets (finite difference method) II 546 II Neumann functions I 700 Neumann problem II 176 see Neumann solution for Laplace and Poisson equations II 177 ff Newton definite integral I 518 Newton formula, binomial theorem I 19 Newton interpolation formula II 680 Newton interpolation polynomial, general II 678 Newton method for attaining roots of algebraic equations II 658 II Newton potential II 175 Newton problem II 176 Newton — Cotes quadrature formula I 556 Newton — Fourier method in conformal mapping II 312 Nicomedes conchoid I 152 Nodal parameters II 430 Node(s) of curves I 291 Node(s) of finite element II 430 Node(s) of interpolation II 675 Node(s) of quadrature formula I 555 Node(s), (differential equations) II 26 Non-developable sinface I 316 Non-zero function in I 664 II Nonbasic variables II 837 Nonlinear elliptic boundary value problems II 210 Nonlinear partial diffeiential equations of first order II 160 ff Nonlinear regression model I 779 Nonlinear systems, numerical solution II 662 Nonsingular conic sections I 189 Norm of element II 331 Norm of element, axioms of II 331 Norm of function I 663 I II Norm of matrix II 604 Norm of matrix, spectral II 604 Norm of operator II 348 Norm of partition I 513 I Norm of tangent vector I 266 Norm of vector I 227 II Norm of vector, Euclidean II 603 Norm of vector, maximum II 604 Norm of vector, sum II 604 Norm of vector, uniform II 604 Normal acceleration I 276 Normal cycloid I 127 Normal distribution II 714 Normal epicycloid I 130 Normal equation of straight line I 177 Normal equations II 770 Normal form (of differential equation) II 68 Normal fundamental system II 55 Normal hypocycloid I 130 Normal plane I 271 Normal system of differential equations II 100 Normal vector to plane I 200
Реклама
|
|
О проекте