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Rektorys K. — Survey of applicable mathematics
Rektorys K. — Survey of applicable mathematics



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Название: Survey of applicable mathematics

Автор: Rektorys K.

Язык: en

Рубрика: Computer science/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1969

Количество страниц: 1369

Добавлена в каталог: 28.10.2012

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Circumferences, formulae for plane figures      133 42
Cissoid of Diocles      187 8
Clairaut differential equation      758
Clairaut generalized equation      873
Clark's canonical form      1197
Clark's canonical form, transformation of nomographic order      1197
Classifying of data      1268
Clausen's transformation      391
Closed curve      299
Closed interval      397
Closed region, closed circle      440 996
Clothoid      179
Cluster point      994
Codazzi fundamental equations for surfaces      371
Cofactor in a determinant      68
Collineation nomograms      1195-210
Collineation nomograms, anamorphosis, conditions of      1196
Collineation nomograms, skeleton      1204
Combinations, definition and theorems      56
Common logarithms      53
Commutative groups and rings      85-6
Commutative law governing vectors      264 267
Comparison function of eigenvalue problem      804 915
Comparison test for convergence of series      384
Comparison theorem      772 809
Complementary subspace      1004
Complete induction      40-41
Complete induction, sequence      1007
complex numbers      47-49
Complex numbers, absolute value (modulus) of      48
Complex numbers, closed (completed, extended) plane of      938
Complex numbers, conjugates of      48
Complex numbers, principal value of the argument      49
Complex numbers, trigonometric form      48-49
Complex variable, applications of the theory of functions      943
Complex variable, Cauchy integral theorem and formula      946-8
Complex variable, derivative      938-43
Complex variable, Functions of a      938-70
Complex variable, fundamental concepts      938-43
Complex variable, integrals of      943-8
Complex variable, limit and continuity      940
Complex variable, logarithm and power      965-70
Complex variable, signs and notation      35
Composite functions      399 441
Composite functions, differentiation      420 450-2
Composite functions, limit      410-1
Computation, with small numbers      436-8
Concavity and convexity      429
Conchoid of a circle      191
Conchoid of Nicomedes      190-1
Conditional probability      1248
Cone volume, surface areas, moment of inertia      146-7
Cone, right circular      146
Cone, right circular, frustum of, and its centroid      146-7
Cone, virtual      254
Conformal mapping      971-93
Conformal mapping, "adjacent" regions      981-2
Conformal mapping, boundary properties      985-6
Conformal mapping, boundary-correspondence principle      981
Conformal mapping, concept of      971
Conformal mapping, existence and uniqueness      975
Conformal mapping, extremal properties      985
Conformal mapping, homographic      971
Conformal mapping, methods of performing      978-85
Conformal mapping, methods of performing, by integral equations      989-91
Conformal mapping, methods of performing, examples      979-81
Conformal mapping, methods of performing, small parameter      991
Conformal mapping, methods of performing, variational      986-9
Conformal mapping, Riemann - Schwarz reflection principle      983
Conformal mapping, Riemann's theorem      975
Conformal mapping, upper half-plane on a polygon      992-3
Conformally collinear (parallel) vectors      265-6
Congruent matrices      102
Congruent matrices, Hermitian      106
Congruent transformation of cartesian coordinates in a plane      224-5
Conic section(s), axes of      231
Conic section(s), conjugate diameters      231
Conic section(s), conjugate direction of parallel chords      230
Conic section(s), discriminant of      226
Conic section(s), general equation of a      226
Conic section(s), polar of a point with respect to      230
Conic section(s), pole of a line with respect to      230
Conic section(s), singular and regular (non-singular)      227
Conic section(s), tangents to      231-2
Conical surfaces      259
Conicoids      247-257
Conjugate diameters of circle      151
Conjugate diameters of conic section      231
Conjugate gradients method      1158-60
Conoids      261-2
Conservative vector field      271
Constant strength catenary      185
Constrained extremes      479
Consumer's risk      1280
Continuity      404 442
Continuity, Cauchy's and Heine's definitions      404-5
Continuity, right- and left-hand      405
Continuity, sectional or piecewise      407 443
Continuous dependence of solution on initial and boundary conditions and on parameters      770 826 866
Continuous extensibility on the boundary      443 951
Contraction mapping      1008
Contraction of tensors      293
Contravariant and covariant tensor on a surface      289
Contravariant and covariant tensors      285
Contravariant and covariant vector coordinates      280 282
Contravariant and covariant vector on. a surface      287
Contravariant and covariant vectors      285
Control of production processes by attributes      1282
Control of production processes by variables      1282-3
Control of production processes, chart      1282
Convergence of improper integrals      560 565 623
Convergence of sequences and series      374 381 666 670
Convergence of sequences and series, absolute      383 389
Convergence of sequences and series, Bolzano - Cauchy condition      375 562 567 666 671
Convergence of sequences and series, Clausen's transformation      391
Convergence of sequences and series, conditional      383
Convergence of sequences and series, domain of      954
Convergence of sequences and series, improvement of      390
Convergence of sequences and series, in the mean      693 998-9
Convergence of sequences and series, radius of      675 955
Convergence of sequences and series, tests for      384-388
Convergence of sequences and series, uniform      666 671 954
Convexity      429
Coordinate systems      205 233
Coplanar vectors      265-6
Correctness of boundary value problems      866
Correlation coefficient      1266
Correlation coefficient, table      1270
Correspondence between 2 sets      84
Cosine integrals      488 532-5
Cosine theorem for plane triangle      117
Cosine theorem for spherical Euler triangle      123
Courant's maximum-minimum principle      809
Covariance and correlation coefficient      1258
Cramer's rule      74
Critical damping      197
Cross product of vectors      267
Cross ratio of four points      227-8
Cube, volume and surface of      143
Cubic equations      77-9
Cubic equations, solution, algebraic      78
Cubic equations, solution, by factorization      78
Cubic equations, solution, trigonometrical      78-79
Cubic, discriminating, of a quadric      256
Cubical parabola      164
Curl of a vector      273
Curtate and prolate      167
Curtate cycloid      167
Curtate epicycloid      169
Curtate involute of a circle      173
Curvature      315-6 364
Curvature, Gaussian      368
Curvature, geodesic      372-3
Curvature, normal      366
Curve(s), approximate constructions of      203-4
Curve(s), canonical equations (representation) of      317
Curve(s), closed      602
Curve(s), contact of      319-26
Curve(s), cyclic      165-74
Curve(s), definitions and equations      298-301
Curve(s), directrix      259-60
Curve(s), double points of      299
Curve(s), equation as locus of a point      207-8
Curve(s), equation of tangent to a      305
Curve(s), evolutes and involutes of      335-8
Curve(s), exponential      181-3
Curve(s), first and second curvatures      309 315-9
Curve(s), fitting to empirical data      1285-1301
Curve(s), fitting to empirical data, linear regression equations, numerical examples      1291-9
Curve(s), gradient on a surface      373
Curve(s), growth      200-4
Curve(s), in space      298 301
Curve(s), in space, implicit equations defining      300-1
Curve(s), in space, integral calculus      649
Curve(s), intrinsic equations of      318
Curve(s), Jordan      603
Curve(s), length of      303 647 649
Curve(s), length of arc, linear element      303
Curve(s), logistic      202
Curve(s), natural equations of      318
Curve(s), of $r$-th class      1020-1
Curve(s), of greatest slope on a surface      373
Curve(s), of oscillations      194-6
Curve(s), on surfaces      347-55
Curve(s), oriented in the sense of increasing parameter      628
Curve(s), osculating circle      323
Curve(s), parallel      334-5
Curve(s), parametric equations      299
Curve(s), piecewise smooth      298 602
Curve(s), Plane      150-204
Curve(s), positively oriented with respect to its interior      628
Curve(s), power      163-5
Curve(s), scaleholder      1185
Curve(s), simple finite piecewise smooth      602-4
Curve(s), simple finite piecewise smooth, positively oriented      628
Curve(s), simplicity of      632
Curve(s), smooth      299 417 603
Curvilinear coordinates of a point on a surface      346
Curvilinear integrals      628-37
Curvilinear integrals, along a curve in space      633
Curvilinear integrals, geometric and physical meanings      632-3
Curvilinear integrals, of first and second kinds      630
Cusp of a curve      329
Cuspidal edge      354
Cyclic curves      165-74
Cyclic curves, construction of centres of curvature      174
Cycloids      165-8
Cylinder, hollow (tube)      146
Cylinder, hyperbolic, parabolic, real and virtual elliptic, canonical and transformed equations      255
Cylinder, right circular      145
Cylinder, right circular, of given volume having least surface      433
Cylinder, segment of      145
Cylinder, truncated      145
Cylinder, volume, surface areas, moment of inertia      144-6
Cylindrical coordinates in solid analytical geometry      234
Cylindrical coordinates transformations of differential equations and expressions into      470
Cylindrical functions      716
Cylindrical helices      335
D'Alembert formula      902
D'Alembert ratio test for convergence of a series      385
Damped oscillations, forced, curves of      199-200
Damped oscillations, free, curves of      196-8
Damped vibrations, differential equation      844
Danilevski method      1164-7
Darboux sums      550-1
De Moivre's formula and theorem      49
De Morgan's formulae      84
Definite integrals      550 605 618
Definite integrals, approximate evaluation      592-5
Definite integrals, Cauchy - Riemann definition      551
Definite integrals, Chebyshev's formula      594-5
Definite integrals, rectangular rule      592-3
Definite integrals, Simpson's rule      593-4
Definite integrals, substitution      558 615 621
Definite integrals, table      579-84
Definite integrals, trapezoidal rale      593
Deflection of a loaded plate      1106-8
Deformation tensor      287 294
Degenerate quadric      256
Degrees of freedom      1274 1291
Degrees of freedom, for residual sum of squares      1307
Delta symbol      see Kronecker
Dense set      999
densities      895
Dependence of functions      458-61
Dependence of functions, of solutions of initial and boundary value problems on initital and boundary conditions and parameters      770 826 866
Dependent variable      397
derivatives      415 444
Derivatives, fundamental formulae      417-9
Derivatives, general theorems on      425-6
Derivatives, improper, infinite      416
Derivatives, interchangeability of mixed      446
Derivatives, left-hand (right-hand)      416
Derivatives, of a product of functions      421-2
Derivatives, of a vector      269
Derivatives, of composite and inverse functions      420-1
Derivatives, partial      444-6
Derivatives, partial, of several variables      445
Descartes's folium      188-9
Descartes's theorem      1170
Determinants, addition rule      68
Determinants, cofactor      68
Determinants, definition and theorems      67-70
Determinants, evaluation of      69
Determinants, expansion according to $i$-th row      68
Determinants, Gram      461
Determinants, minor      68
Determinants, multiplication of      68-69
Determinants, Wronskian      461
Developable surfaces, differential equation of      360
Differences      422 1221
Differences, of sets      83
Differential      422
Differential calculus, functions of a real variable      397 439
Differential calculus, functions of a real variable, survey of important formulae      438-9
Differential equations, "Approximate" and "numerical" solutions, meaning explained      1065
Differential equations, Bernouilli's      746-7
Differential equations, Bessel      717 790
Differential equations, Bessel function of second kind      721 797
Differential equations, Clairaut's      758
Differential equations, classification and basic concepts      731-8 858-60 882
Differential equations, discriminant curve      759
Differential equations, Euler's      784-5
Differential equations, Graphical analysis, solution by      1217-9
Differential equations, Hermite's      798
Differential equations, integrals of      731-8
Differential equations, Lagrange's      757-8
Differential equations, Laguerre's      798
Differential equations, Laplace's      884
Differential equations, Legendre's      797
Differential equations, linear      743 775
Differential equations, Liouville's formula      777
Differential equations, orders of      730-1
Differential equations, orders of, methods of reducing      769-70
Differential equations, ordinary      730-857
Differential equations, ordinary and Partial, distinction between      730
Differential equations, Ordinary, approximate solutions of Boundary value problems      1083-90
Differential equations, Ordinary, approximate solutions of Eigenvalue problems      1090-7
Differential equations, Ordinary, approximate solutions of Initial value problems      1065-83
Differential equations, Ordinary, asymptotic behaviour of integrals      771
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