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Scarborough J.B. — Numerical Mathematical Analysis
Scarborough J.B. — Numerical Mathematical Analysis



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Название: Numerical Mathematical Analysis

Автор: Scarborough J.B.

Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1930

Количество страниц: 416

Добавлена в каталог: 17.04.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Remainder term, in Gauss's formula      167
Remainder term, in Lagrange's formula      85 91
Remainder term, in Newton's formula (I)      86 90
Remainder term, in Newton's formula (II)      87 90
Remainder term, in Simpson's rule      154—159 161
Remainder term, in Stirling's formula      88 90
Remainder term, in Weddle's rule      155
Residuals      308
Residuals of plotted points      357
Residuals, law of error for      310
Residuals, sum of      309
Residuals, theorem concerning      309
Residuals, weighted, of a function      370
Root-squaring process, principle of      198
Root-squaring process, rule for applying      200 201
Root-squaring process, when to discontinue      203
Roots, complex, detection of      206
Roots, computation of, by iteration      184 191
Roots, computation of, by Newton — Raphson method      178 187
Roots, computation of, by regula falsi method      174
Roots, finding approximate values of      171
Roots, Graeffe's method for finding      198
Roots, location of      172
Rounding numbers, rule for      2
Runge — Kutta method      273
Runge — Kutta method, applied to simultaneous equations      275
Runge — Kutta method, inherent error in      275
Runge — Kutta method, remarks on      279
Runge — Kutta method, special case of      274
Runge, Carl      396
Scheme for 12 ordinates      396
Scheme for 24 ordinates      401
Series approximations, accuracy of      27
Series, alternating, error in      30
Series, asymptotic      140 298
Series, exponential, remainder term in      31 32
Series, interpolation      84
Series, logarithmic, remainder term in      32
Sets of measurements, combination of, when P.E.'s are given      328
Significant figures      2
Significant figures, in powers, roots, logs, and antilogs      18
Significant figures, in products and quotients      18
Significant figures, loss of, by subtraction      12
Significant figures, relation of, to relative error      3 6
Simpson's rule      119
Simpson's rule, error due to inaccurate data in      163
Simpson's rule, formulas for error in      156—159 161 162
Simpson's rule, geometric significance of      120
Simpson's three-eighths rule      120
Simpson's three-eighths rule, accuracy of, compared with one-third rule      155
Simultaneous algebraic and transcendental equations, solutions of, by iteration      191
Simultaneous algebraic and transcendental equations, solutions of, by Newton — Raphson method      187
Simultaneous differential equations, solution of, by Runge — Kutta method      275
Simultaneous differential equations, solution of, by successive approximations      232
Standard deviation      323
Stirling's formula of interpolation      60
Stirling's formula of interpolation, as a power series      80
Stirling's formula of interpolation, compared with Bessel's      68 69
Stirling's formula of interpolation, when to use      68 69 91
Substituted polynomials, convergence in case of      260
Subtraction, accuracy of      11
Subtraction, loss of significant figures by      12
Tannery, Jules      2
Target, probability of hitting      299
Taylor's formula      28
Taylor's formula, remainder term in      28
Trapezoidal rule      118
Trapezoidal rule, geometric significance of      119
Trigonometric interpolation      112
Trigonometric series      388
Trigonometric series, case of 12 ordinates      388
Trigonometric series, case of 24 ordinates      398
Uhler, H.S.      380
Value of h for stipulated accuracy in integral      162
Van Orstrand, C.E.      373
Weddle's rule      120
Weddle's rule, geometric significance of      121
Weddle's rule, inherent error in      155
Weierstrass, theorems of      39
Weight and probable error, relation between      323
Weight, definition of      306
Weight, of a function      371
Weighted mean      309
Weighted mean, normal equations, rule for writing down      372
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