AbstractThe aim of this paper is to study what the accelerable subsets of LOGSF of all logarithmically convergent sequences are. Three kinds of subsets of LOGSF and sequence transformations are given. Theoretical results and numerical examples are given
We present the foundations of logarithmic arithmetic and prove results about capitulation of logarit...
AbstractA 1996 result of Bender and Canfield showed that passing a log-concave sequence through the ...
We study the properties of a logconcavity operator on a symmetric, unimodal subset of finite sequenc...
AbstractThe aim of this paper is to study what the accelerable subsets of LOGSF of all logarithmical...
AbstractLogarithmic convergence of scalar sequences is generalized to vector sequences. Some sequenc...
ABSTRACT. The concept of logsets is introduced into set theory and the consequences explained. It is...
AbstractLet LOG be the set of logarithmic sequences, i.e., of convergent sequences (Sn) satisfying l...
AbstractLet (xn) be some sequence generated by xn+1 = ƒ(xn) where ƒ(x)=(x) + ∑i ⩾ 1α p+1xp+i, p ⩾ 1,...
We propose to map logarithmically converging sequences to linearly converging sequences using interp...
AbstractLet (Sn) be some real sequence defined as Sn+1=⨍(Sn for∈N,where ⨍(x)=x+∑i⩾1αp+i(x−S)p+i, wit...
AbstractGiven a sequence (ak)=a0,a1,a2,… of real numbers, define a new sequence L(ak)=(bk) where bk=...
We consider autoregressive sequences Xn=aXn−1+ξn and Mn=max{aMn−1,ξn} with a constant a∈(0,1) and wi...
AbstractDirichlet series whose coefficients are generated by finite automata define meromorphic func...
Accepté pour publication dans le numéro spécial consacré à la complexité implicite de Information & ...
Under very mild conditions, we prove that the number of components in a decomposable logarithmic com...
We present the foundations of logarithmic arithmetic and prove results about capitulation of logarit...
AbstractA 1996 result of Bender and Canfield showed that passing a log-concave sequence through the ...
We study the properties of a logconcavity operator on a symmetric, unimodal subset of finite sequenc...
AbstractThe aim of this paper is to study what the accelerable subsets of LOGSF of all logarithmical...
AbstractLogarithmic convergence of scalar sequences is generalized to vector sequences. Some sequenc...
ABSTRACT. The concept of logsets is introduced into set theory and the consequences explained. It is...
AbstractLet LOG be the set of logarithmic sequences, i.e., of convergent sequences (Sn) satisfying l...
AbstractLet (xn) be some sequence generated by xn+1 = ƒ(xn) where ƒ(x)=(x) + ∑i ⩾ 1α p+1xp+i, p ⩾ 1,...
We propose to map logarithmically converging sequences to linearly converging sequences using interp...
AbstractLet (Sn) be some real sequence defined as Sn+1=⨍(Sn for∈N,where ⨍(x)=x+∑i⩾1αp+i(x−S)p+i, wit...
AbstractGiven a sequence (ak)=a0,a1,a2,… of real numbers, define a new sequence L(ak)=(bk) where bk=...
We consider autoregressive sequences Xn=aXn−1+ξn and Mn=max{aMn−1,ξn} with a constant a∈(0,1) and wi...
AbstractDirichlet series whose coefficients are generated by finite automata define meromorphic func...
Accepté pour publication dans le numéro spécial consacré à la complexité implicite de Information & ...
Under very mild conditions, we prove that the number of components in a decomposable logarithmic com...
We present the foundations of logarithmic arithmetic and prove results about capitulation of logarit...
AbstractA 1996 result of Bender and Canfield showed that passing a log-concave sequence through the ...
We study the properties of a logconcavity operator on a symmetric, unimodal subset of finite sequenc...
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