Add to ORKGn this paper we give a new proof of a known diophantine approximation result, then we apply this to prove convergence of a class of series in a Banach space, whose terms are defined recursively
International audienceWe study various approximation classes associated with m-term approximation by...
ABSTRACT. We study various approximation classes associated with m-term approximation by elements fr...
It is shown that a series of positive terms that converges on all sets of null density should be con...
n this paper we give a new proof of a known diophantine approximation result, then we apply this to ...
In this thesis we introduce several different types of series convergence in nor- med vector spaces ...
We consider an inverse-free Jarratt-type approximation of order four in a Banach space (Argyros et a...
We study various approximation classes associated with m-term approximation by elements from a (poss...
AbstractThis paper is concerned with the approximation property which is an important property in Ba...
AbstractWe show how Padé approximations are used to get Diophantine approximations of real or comple...
AbstractA general convergence theorem for semigroups of nonlinear operators in a general Banach spac...
AbstractNew conditions on the convergence of the Chebyshev method in Banach spaces are stated by usi...
AbstractIn this paper, we introduce a new projection in a Banach space and show an example of the pr...
We introduce new general iterative approximation methods for finding a common fixed point of a coun...
We study various approximation classes associated with $m$-term approximation by elements from a (po...
New conditions on the convergence of the Chebyshev method in Banach spaces are stated by using recur...
International audienceWe study various approximation classes associated with m-term approximation by...
ABSTRACT. We study various approximation classes associated with m-term approximation by elements fr...
It is shown that a series of positive terms that converges on all sets of null density should be con...
n this paper we give a new proof of a known diophantine approximation result, then we apply this to ...
In this thesis we introduce several different types of series convergence in nor- med vector spaces ...
We consider an inverse-free Jarratt-type approximation of order four in a Banach space (Argyros et a...
We study various approximation classes associated with m-term approximation by elements from a (poss...
AbstractThis paper is concerned with the approximation property which is an important property in Ba...
AbstractWe show how Padé approximations are used to get Diophantine approximations of real or comple...
AbstractA general convergence theorem for semigroups of nonlinear operators in a general Banach spac...
AbstractNew conditions on the convergence of the Chebyshev method in Banach spaces are stated by usi...
AbstractIn this paper, we introduce a new projection in a Banach space and show an example of the pr...
We introduce new general iterative approximation methods for finding a common fixed point of a coun...
We study various approximation classes associated with $m$-term approximation by elements from a (po...
New conditions on the convergence of the Chebyshev method in Banach spaces are stated by using recur...
International audienceWe study various approximation classes associated with m-term approximation by...
ABSTRACT. We study various approximation classes associated with m-term approximation by elements fr...
It is shown that a series of positive terms that converges on all sets of null density should be con...