Michael's Selection Theorem under an Assumption Weaker than Lower Semicontinuous in H-spaces
- Hou, Ji-Cheng
DOIAbstract
AbstractA new continuous selection theorem is proved which unifies and generalizes some known results
AbstractA new continuous selection theorem is proved which unifies and generalizes some known results
AbstractA theorem is proved which states that any almost lower semicontinuous set-valued mapping wit...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
AbstractA theorem is proved which states that any almost lower semicontinuous set-valued mapping wit...
AbstractIn this paper, we present a new continuous selection theorem inH-space which includes the se...
This research paper was completed and submitted at Nipissing University, and is made freely accessib...
AbstractEvery set-valued mapping satisfying an assumption weaker than lower semi-continuity admits a...
AbstractWe discuss several concepts of continuity, weaker than lower semicontinuity, but still imply...
AbstractWe prove a continuous selection theorem for quasi-lower semicontinuous mappings with values ...
Abstract. In this paper, we give sufficient conditions for a map with nonconvex values to have a con...
AbstractApplying the continuous selection theorem given by K. Przestawski and L. Rybiński (Michael s...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
AbstractWe prove three approximate selection theorems and give an improved version of the Michael se...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
AbstractA theorem is proved which states that any almost lower semicontinuous set-valued mapping wit...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
AbstractA theorem is proved which states that any almost lower semicontinuous set-valued mapping wit...
AbstractIn this paper, we present a new continuous selection theorem inH-space which includes the se...
This research paper was completed and submitted at Nipissing University, and is made freely accessib...
AbstractEvery set-valued mapping satisfying an assumption weaker than lower semi-continuity admits a...
AbstractWe discuss several concepts of continuity, weaker than lower semicontinuity, but still imply...
AbstractWe prove a continuous selection theorem for quasi-lower semicontinuous mappings with values ...
Abstract. In this paper, we give sufficient conditions for a map with nonconvex values to have a con...
AbstractApplying the continuous selection theorem given by K. Przestawski and L. Rybiński (Michael s...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
AbstractWe prove three approximate selection theorems and give an improved version of the Michael se...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
AbstractA theorem is proved which states that any almost lower semicontinuous set-valued mapping wit...
International audienceIn the spirit of Michael selection theorem (Theorem 3.1′′′, 1956), we consider...
AbstractA theorem is proved which states that any almost lower semicontinuous set-valued mapping wit...
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