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The Incomplete Gamma Functions Since Tricomi
 In Tricomi's Ideas and Contemporary Applied Mathematics, Atti dei Convegni Lincei, n. 147, Accademia Nazionale dei Lincei
, 1998
"... The theory of the incomplete gamma functions, as part of the theory of conuent hypergeometric functions, has received its rst systematic exposition by Tricomi in the early 1950s. His own contributions, as well as further advances made thereafter, are surveyed here with particular emphasis on asy ..."
Abstract

Cited by 14 (1 self)
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The theory of the incomplete gamma functions, as part of the theory of conuent hypergeometric functions, has received its rst systematic exposition by Tricomi in the early 1950s. His own contributions, as well as further advances made thereafter, are surveyed here with particular emphasis on asymptotic expansions, zeros, inequalities, computational methods, and applications.
Nested derivatives: a simple method for computing series expansions of inverse functions
 Int. J. Math. Math. Sci
, 2003
"... We give an algorithm to compute the series expansion for the inverse of a given function. The algorithm is extremely easy to implement and gives the first N terms of the series. We show several examples of its application in calculating the inverses of some special functions. MSCclass: 30B10 (Prima ..."
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Cited by 3 (2 self)
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We give an algorithm to compute the series expansion for the inverse of a given function. The algorithm is extremely easy to implement and gives the first N terms of the series. We show several examples of its application in calculating the inverses of some special functions. MSCclass: 30B10 (Primary) 30D10, 33E20 (Secondary)
Contents
, 2009
"... This package provides tools to compute densities, mass functions, distribution functions and their inverses, and reliability functions, for various continuous and discrete probability distributions. It also offers facilities for estimating the parameters of some distributions from ..."
Abstract
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This package provides tools to compute densities, mass functions, distribution functions and their inverses, and reliability functions, for various continuous and discrete probability distributions. It also offers facilities for estimating the parameters of some distributions from
Contents
, 2009
"... This package provides tools to compute densities, mass functions, distribution functions and their inverses, and reliability functions, for various continuous and discrete probability distributions. It also offers facilities for estimating the parameters of some distributions from ..."
Abstract
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This package provides tools to compute densities, mass functions, distribution functions and their inverses, and reliability functions, for various continuous and discrete probability distributions. It also offers facilities for estimating the parameters of some distributions from
Contents
, 2008
"... This package provides tools to compute densities, mass functions, distribution functions ..."
Abstract
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This package provides tools to compute densities, mass functions, distribution functions
Contents
, 2010
"... This package provides tools to compute densities, mass functions, distribution functions and their inverses, and reliability functions, for various continuous and discrete probability distributions. It also offers facilities for estimating the parameters of some distributions from ..."
Abstract
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This package provides tools to compute densities, mass functions, distribution functions and their inverses, and reliability functions, for various continuous and discrete probability distributions. It also offers facilities for estimating the parameters of some distributions from
unknown title
, 2008
"... On the quantile transform for asymmetric binomial and hypergeometric distributions ..."
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On the quantile transform for asymmetric binomial and hypergeometric distributions
© Hindawi Publishing Corp. NESTED DERIVATIVES: A SIMPLE METHOD FOR COMPUTING SERIES EXPANSIONS OF INVERSE FUNCTIONS
, 2003
"... We give an algorithm to compute the series expansion for the inverse of a given function. The algorithm is extremely easy to implement and gives the first N terms of the series. We show several examples of its application in calculating the inverses of some special functions. ..."
Abstract
 Add to MetaCart
We give an algorithm to compute the series expansion for the inverse of a given function. The algorithm is extremely easy to implement and gives the first N terms of the series. We show several examples of its application in calculating the inverses of some special functions.