In this second Part of our work we study the asymptotic behaviors of Wronskians involving both regularly- and rapidly-varying functions, Wronskians of slowly-varying functions and other special cases. The results are then applied to the theory of asymptotic expansions in the real domain
AbstractWe derive asymptotic approximations for the sequence f(n) defined recursively by f(n)=min1⩽j...
We define a type of generalized asymptotic series called v-asymptotic. We show that every function w...
Airy-type asymptotic representations of a class of special functions are considered from a numerical...
After studying finite asymptotic expansions in real powers, we have developed a general theory for e...
We call “asymptotic mean ” (at +∞) of a real-valued function [) ∈ ∞locf L T1,+ the number, supposed ...
AbstractThe asymptotic behaviour of many univariate functions can only be expressed in generalized a...
AbstractAn asymptotic formula, having bounded relative error, is developed for the numerical sequenc...
Let (Xi)i=1 be a sequence of positive independent identically distributed random variables with regu...
We review some asymptotics for Chebyshev polynomials and orthogonal polynomials. Our main interest i...
AbstractAsymptotic expansions for a class of functional limit theorems are investigated. It is shown...
Exponential asymptotics, which deals with the interpretation of divergent series, is a highly topica...
We report a novel asymptotic (large-order) behavior in an explicit sequence built out of the Bernoul...
The set of asymptotic numbers A introduced in Refs. [1] and [3] is a system of generalized numbers i...
summary:The aim of this paper paper is to study the comparative growth properties of the composition...
International audienceAmong all sequences that satisfy a divide-and-conquer recurrence, those which ...
AbstractWe derive asymptotic approximations for the sequence f(n) defined recursively by f(n)=min1⩽j...
We define a type of generalized asymptotic series called v-asymptotic. We show that every function w...
Airy-type asymptotic representations of a class of special functions are considered from a numerical...
After studying finite asymptotic expansions in real powers, we have developed a general theory for e...
We call “asymptotic mean ” (at +∞) of a real-valued function [) ∈ ∞locf L T1,+ the number, supposed ...
AbstractThe asymptotic behaviour of many univariate functions can only be expressed in generalized a...
AbstractAn asymptotic formula, having bounded relative error, is developed for the numerical sequenc...
Let (Xi)i=1 be a sequence of positive independent identically distributed random variables with regu...
We review some asymptotics for Chebyshev polynomials and orthogonal polynomials. Our main interest i...
AbstractAsymptotic expansions for a class of functional limit theorems are investigated. It is shown...
Exponential asymptotics, which deals with the interpretation of divergent series, is a highly topica...
We report a novel asymptotic (large-order) behavior in an explicit sequence built out of the Bernoul...
The set of asymptotic numbers A introduced in Refs. [1] and [3] is a system of generalized numbers i...
summary:The aim of this paper paper is to study the comparative growth properties of the composition...
International audienceAmong all sequences that satisfy a divide-and-conquer recurrence, those which ...
AbstractWe derive asymptotic approximations for the sequence f(n) defined recursively by f(n)=min1⩽j...
We define a type of generalized asymptotic series called v-asymptotic. We show that every function w...
Airy-type asymptotic representations of a class of special functions are considered from a numerical...
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