For functions g(z) satisfying a slowly varying condition in the complex plane, we iind asymptotics For the Taylor coefficients of the functionf(z) = g(z)(1-z)(-alpha)when alpha > 0. As applications we find asymptotics for the number of permutations with cycle lengths all lying in a given set S, and for the number having unique cycle lengths. (C) 1997 Academic Press</p
ABSTRACT: Computable and sharp error bounds are derived for asymptotic expansions for linear differe...
We determine the asymptotic behavior of the realized power variations, or more generally of sums of ...
We define a new class of positive and Lebesgue measurable functions in terms of their asymptotic beh...
AbstractFor functionsg(z) satisfying a slowly varying condition in the complex plane, we find asympt...
For functions g(z) satisfying a slowly varying condition in the complex plane, we iind asymptotics F...
Let (Xi)i=1 be a sequence of positive independent identically distributed random variables with regu...
We give an asymptotic expansion for the Taylor coe±cients of L(P(z)) where L(z) is analytic in the ...
A "hybrid method", dedicated to asymptotic coefficient extraction in combinatorial generating functi...
Let F be the quotient of an analytic function with a product of linear functions. Working in the fra...
AbstractIn the present paper, we deal with functions f(z) := ∑∞n=0 anzn whose coefficients satisfy a...
31 pagesA ''hybrid method'', dedicated to asymptotic coefficient extraction in combinatorial generat...
This paper discusses the relevance of the asymptotic behavior of the coefficients of asymptotic powe...
November 2004A simple approach is presented to study the asymptotic behavior of some algorithms with...
In this second Part of our work we study the asymptotic behaviors of Wronskians involving both regul...
Asymptotic expansions for the Taylor coefficients of the Lagrangean form phi(z)=zf(phi(z)) are exami...
ABSTRACT: Computable and sharp error bounds are derived for asymptotic expansions for linear differe...
We determine the asymptotic behavior of the realized power variations, or more generally of sums of ...
We define a new class of positive and Lebesgue measurable functions in terms of their asymptotic beh...
AbstractFor functionsg(z) satisfying a slowly varying condition in the complex plane, we find asympt...
For functions g(z) satisfying a slowly varying condition in the complex plane, we iind asymptotics F...
Let (Xi)i=1 be a sequence of positive independent identically distributed random variables with regu...
We give an asymptotic expansion for the Taylor coe±cients of L(P(z)) where L(z) is analytic in the ...
A "hybrid method", dedicated to asymptotic coefficient extraction in combinatorial generating functi...
Let F be the quotient of an analytic function with a product of linear functions. Working in the fra...
AbstractIn the present paper, we deal with functions f(z) := ∑∞n=0 anzn whose coefficients satisfy a...
31 pagesA ''hybrid method'', dedicated to asymptotic coefficient extraction in combinatorial generat...
This paper discusses the relevance of the asymptotic behavior of the coefficients of asymptotic powe...
November 2004A simple approach is presented to study the asymptotic behavior of some algorithms with...
In this second Part of our work we study the asymptotic behaviors of Wronskians involving both regul...
Asymptotic expansions for the Taylor coefficients of the Lagrangean form phi(z)=zf(phi(z)) are exami...
ABSTRACT: Computable and sharp error bounds are derived for asymptotic expansions for linear differe...
We determine the asymptotic behavior of the realized power variations, or more generally of sums of ...
We define a new class of positive and Lebesgue measurable functions in terms of their asymptotic beh...
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