Add to ORKGWe compare a recent selection theorem given by Chistyakov using the notion of modulus of variation, with the Schrader theorem based on bounded oscillation and with the Di Piazza-Maniscalco theorem based on bounded ${\cal A},\Lambda$-oscillation
AbstractLet T be a nonempty set of real numbers, X a metric space with metric d and XT the set of al...
AbstractWe provide some new Caratheodory-type selection theorems, i.e., selections for correspondenc...
AbstractIn this paper, we present a new continuous selection theorem inH-space which includes the se...
We compare a recent selection theorem given by Chistyakov using the notion of modulus of variation, ...
summary:We compare a recent selection theorem given by Chistyakov using the notion of modulus of var...
AbstractA new continuous selection theorem is proved which unifies and generalizes some known result...
In this paper we prove finiteness principles for $C^{m}\left( \mathbb{R}^{n}, \mathbb{R}^{D...
We analyze the strength of Helly's selection theorem HST, which is the mostimportant compactness the...
In this paper we prove finiteness principles for $C^{m}\left( \mathbb{R}^{n}, \mathbb{R}^{D...
The paper is an overview of selected results on weaker forms of classical selection principles of Me...
A characteriation of continuity of the p-Lambda-variation function is given and the Helly\u27s selec...
We give a negative answer to a question of Malesic and Repovs, about continuous selections of the mo...
AbstractWe prove three approximate selection theorems and give an improved version of the Michael se...
AbstractEvery set-valued mapping satisfying an assumption weaker than lower semi-continuity admits a...
The study of selection principles in mathematics is the study of diagonalization processes. In this ...
AbstractLet T be a nonempty set of real numbers, X a metric space with metric d and XT the set of al...
AbstractWe provide some new Caratheodory-type selection theorems, i.e., selections for correspondenc...
AbstractIn this paper, we present a new continuous selection theorem inH-space which includes the se...
We compare a recent selection theorem given by Chistyakov using the notion of modulus of variation, ...
summary:We compare a recent selection theorem given by Chistyakov using the notion of modulus of var...
AbstractA new continuous selection theorem is proved which unifies and generalizes some known result...
In this paper we prove finiteness principles for $C^{m}\left( \mathbb{R}^{n}, \mathbb{R}^{D...
We analyze the strength of Helly's selection theorem HST, which is the mostimportant compactness the...
In this paper we prove finiteness principles for $C^{m}\left( \mathbb{R}^{n}, \mathbb{R}^{D...
The paper is an overview of selected results on weaker forms of classical selection principles of Me...
A characteriation of continuity of the p-Lambda-variation function is given and the Helly\u27s selec...
We give a negative answer to a question of Malesic and Repovs, about continuous selections of the mo...
AbstractWe prove three approximate selection theorems and give an improved version of the Michael se...
AbstractEvery set-valued mapping satisfying an assumption weaker than lower semi-continuity admits a...
The study of selection principles in mathematics is the study of diagonalization processes. In this ...
AbstractLet T be a nonempty set of real numbers, X a metric space with metric d and XT the set of al...
AbstractWe provide some new Caratheodory-type selection theorems, i.e., selections for correspondenc...
AbstractIn this paper, we present a new continuous selection theorem inH-space which includes the se...