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Luke Y.L. — Mathematical Functions and Their Approximations
Luke Y.L. — Mathematical Functions and Their Approximations



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Название: Mathematical Functions and Their Approximations

Автор: Luke Y.L.

Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1975

Количество страниц: 585

Добавлена в каталог: 02.07.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Kummer's formulas      262 288
Laguerre polynomial      (see also Expansion)
Laguerre polynomial, definition and basic properties      434 436
Laguerre polynomial, generalized and extended      232 238 239 447
Laplace transform and inverse Laplace transform of $_{p}F_{q}$ and G-functions      161 162 188 189
Legendre and associated Legendre functions      280 283 299 433
Legendre polynomials      434 436
Logarithm      36 42 62 74 Expansion)
Logarithm, numerical values of particular numbers like ln 2 etc      512 514
Lommel functions      302 309 413 415
Mathematical constants      512 515
Mellin transforms of $_{p}F_{q}$ and G-functions      163 186
Mellin — Barnes integrals, evaluation of by trapezoidal integration rule      399
Minimal solution of difference equation      483
Named functions expressed as $_{p}F_{q}$'s and G-functions      298 306 0
Orthogonal functions      428 431
Orthogonal polynomials      428 482 Chebyshev etc.)
Orthogonal polynomials, application to approximation and expansion of functions, see Approximation, Expansion classical, orthogonal properties of      434 436
Orthogonal polynomials, definition and basic properties      428 433
Pade approximation and table      493 495
Parabolic cylinder functions      296 297 300
Pi $(\pi)$ , asymptotic expansion for      12
Pi $(\pi)$ , asymptotic expansion for value of      512 514
Polynomial approximation      (see Approximation)
Polynomials      (see Modifiers such as Bessel orthogonal etc.)
Power series, Pade approximation for      493
Powers of z , expansions for      (see Expansion)
Psi $(\psi)$ -function or logarithmic derivative of the gamma function      (see also Approximation Expansion)
Psi $(\psi)$ -function or logarithmic derivative of the gamma function, definition and elementary properties      1 5 7 10
Psi $(\psi)$ -function or logarithmic derivative of the gamma function, inequalities      19 20
Psi $(\psi)$ -function or logarithmic derivative of the gamma function, tables, references to      21
Racah coefficients      168
Rational approximation      (see Approximation)
Recurrence formula (for)      (see The listing below)
Recurrence formula (for) Bernoulli polynomials, generalized      507
Recurrence formula (for) Bessel functions      313
Recurrence formulas, use of in computation      98 102 219 220 380 395 464 468 475 482 483 489 511
Saalschuetz’s formula      163 164
Selected points, method of      498
Sine and cosine      52 61 Expansion)
Sine and cosine integrals      115 148 Expansion)
Special functions, references to      154
Struve functions and integrals      188 302 303 309 413 415 426 Expansion)
Tables (of), Bernoulli polynomials and numbers      505 506
Tables (of), coefficients for expansion of functions in series of Chebyshev polynomials of the first kind and for approximations in the form of polynomials and rational functions      (see Approximation Expansion)
Tables (of), mathematical constants      512 515
Tangent and cotangent      53 61
Trapezoidal-type integration formulas      134 137 395 399
U-function      (see Hypergeometric function (confluent))
Ultraspherical polynomial      434 436
Vandermonde’s theorem      272
Voigt function      121
Watson’s equation      164
Weber function      (see Anger-Weber)
Whipplefs equation      164
Whittaker functions      295 (see also Hypergeometric function (confluent))
Wronskians      270 291 314
Y-transform      187
Zeta-function (Riemann)      22 510
1 2
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