AbstractFor the confluent hypergeometric functions U (a, b, z) and M (a, b, z) asymptotic expansions are given for a → ∞. The expansions contain modified Bessel functions. For real values of the parameters rigorous error bounds are given
The confluent hypergeometric function, M(a,b,x), arises naturally in both statistics and physics. Al...
Abstract. A modification of the Poincaré-type asymptotic expansion for functions defined by Laplace...
A modification of the Poincar\'{e}-type asymptotic expansion for functions defined by Laplace transf...
AbstractFor the confluent hypergeometric functions U (a, b, z) and M (a, b, z) asymptotic expansions...
AbstractAn asymptotic expansion of the confluent hypergeometric function U(a,b,x) for large positive...
AbstractWe obtain new and complete asymptotic expansions of the confluent hypergeometric functions M...
A modification of standard Poincare ́ asymptotic expansions for functions defined by means of Laplac...
Abstract. A modification of the Poincaré-type asymptotic expansion for functions defined by Laplace...
16 pages, 5 figures.-- MSC2000 codes: 33C15, 33F99, 34E05, 30E15, 40A05.A modification of standard P...
A modification of the Poincaré-type asymptotic expansion for functions defined by Laplace transforms...
16 pages, 5 figures.-- MSC2000 codes: 33C15, 33F99, 34E05, 30E15, 40A05.A modification of standard P...
AbstractGeneralized hypergeometric functions are used to extend, simplify, and complete the analysis...
We derive a convergent expansion of the generalized hypergeometric function p−1 F p in terms of the ...
AbstractAn asymptotic expansion of the confluent hypergeometric function U(a,b,x) for large positive...
The confluent hypergeometric function, M(a,b,x), arises naturally in both statistics and physics. Al...
The confluent hypergeometric function, M(a,b,x), arises naturally in both statistics and physics. Al...
Abstract. A modification of the Poincaré-type asymptotic expansion for functions defined by Laplace...
A modification of the Poincar\'{e}-type asymptotic expansion for functions defined by Laplace transf...
AbstractFor the confluent hypergeometric functions U (a, b, z) and M (a, b, z) asymptotic expansions...
AbstractAn asymptotic expansion of the confluent hypergeometric function U(a,b,x) for large positive...
AbstractWe obtain new and complete asymptotic expansions of the confluent hypergeometric functions M...
A modification of standard Poincare ́ asymptotic expansions for functions defined by means of Laplac...
Abstract. A modification of the Poincaré-type asymptotic expansion for functions defined by Laplace...
16 pages, 5 figures.-- MSC2000 codes: 33C15, 33F99, 34E05, 30E15, 40A05.A modification of standard P...
A modification of the Poincaré-type asymptotic expansion for functions defined by Laplace transforms...
16 pages, 5 figures.-- MSC2000 codes: 33C15, 33F99, 34E05, 30E15, 40A05.A modification of standard P...
AbstractGeneralized hypergeometric functions are used to extend, simplify, and complete the analysis...
We derive a convergent expansion of the generalized hypergeometric function p−1 F p in terms of the ...
AbstractAn asymptotic expansion of the confluent hypergeometric function U(a,b,x) for large positive...
The confluent hypergeometric function, M(a,b,x), arises naturally in both statistics and physics. Al...
The confluent hypergeometric function, M(a,b,x), arises naturally in both statistics and physics. Al...
Abstract. A modification of the Poincaré-type asymptotic expansion for functions defined by Laplace...
A modification of the Poincar\'{e}-type asymptotic expansion for functions defined by Laplace transf...
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