DOIAbstract
In this paper with 1 < p- ≤ p+ <∞ condition we prove a weak convergence result under pointwise convergence and bounded of the sequence. Our theorem is an extension of classical result to variable exponent setting
In this paper with 1 < p- ≤ p+ <∞ condition we prove a weak convergence result under pointwise convergence and bounded of the sequence. Our theorem is an extension of classical result to variable exponent setting
A sufficient and necessary condition for weak convergence of sequences in a class of Banach sequence...
We give a necessary and sufficient condition on the exponent function p(·) for approximate identitie...
Abstract. We give continuity conditions on the exponent function p(x) which are su±-cient for the Ha...
We consider the relationship in the variable Lebesgue space Lp(·)(Ω) between convergence in norm, co...
AbstractWe prove that the weak dual greedy algorithm converges in any subspace of a quotient of Lp w...
AbstractWe provide some new results on the weak convergence of sequences or nets lying in Lp((T, ∑, ...
We address the missing analog of vague convergence in the weak-converge-large-deviations analogy. Sp...
In this paper it is considered the relationship, in variable Lebesgue spaces, between convergence in...
In this paper it is considered the relationship, in variable Lebesgue spaces, between convergence in...
In this paper it is considered the relationship, in variable Lebesgue spaces, between convergence in...
In this paper it is considered the relationship, in variable Lebesgue spaces, between convergence in...
all strictly increasing sequences in A converging to a and the set of all strictly decreasing sequen...
Relative weakly compact sets and weak convergence in variable exponent Lebesgue spaces L p(·) () for...
We give a necessary and sufficient condition on the exponent function p(·) for approximate identitie...
AbstractFor every weakly statistically convergent sequence (xn) with increasing norms in a Hilbert s...
A sufficient and necessary condition for weak convergence of sequences in a class of Banach sequence...
We give a necessary and sufficient condition on the exponent function p(·) for approximate identitie...
Abstract. We give continuity conditions on the exponent function p(x) which are su±-cient for the Ha...
We consider the relationship in the variable Lebesgue space Lp(·)(Ω) between convergence in norm, co...
AbstractWe prove that the weak dual greedy algorithm converges in any subspace of a quotient of Lp w...
AbstractWe provide some new results on the weak convergence of sequences or nets lying in Lp((T, ∑, ...
We address the missing analog of vague convergence in the weak-converge-large-deviations analogy. Sp...
In this paper it is considered the relationship, in variable Lebesgue spaces, between convergence in...
In this paper it is considered the relationship, in variable Lebesgue spaces, between convergence in...
In this paper it is considered the relationship, in variable Lebesgue spaces, between convergence in...
In this paper it is considered the relationship, in variable Lebesgue spaces, between convergence in...
all strictly increasing sequences in A converging to a and the set of all strictly decreasing sequen...
Relative weakly compact sets and weak convergence in variable exponent Lebesgue spaces L p(·) () for...
We give a necessary and sufficient condition on the exponent function p(·) for approximate identitie...
AbstractFor every weakly statistically convergent sequence (xn) with increasing norms in a Hilbert s...
A sufficient and necessary condition for weak convergence of sequences in a class of Banach sequence...
We give a necessary and sufficient condition on the exponent function p(·) for approximate identitie...
Abstract. We give continuity conditions on the exponent function p(x) which are su±-cient for the Ha...
Add to ORKG