On one inequality in weighted $L_p$ spaces connected with the problem of existence of traces on hyperplanes

Jan Kadlec

Displaying similar documents to “On one inequality in weighted $L_{p}$ spaces connected with the problem of existence of traces on hyperplanes”

On the separation of parametric convex polyhedral sets with application in MOLP

Milan Hladík (2010)

Applications of Mathematics

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We investigate diverse separation properties of two convex polyhedral sets for the case when there are parameters in one row of the constraint matrix. In particular, we deal with the existence, description and stability properties of the separating hyperplanes of such convex polyhedral sets. We present several examples carried out on PC. We are also interested in supporting separation (separating hyperplanes support both the convex polyhedral sets at given faces) and permanent separation...

On the points of non-differentiability of convex functions

David Pavlica (2004)

Commentationes Mathematicae Universitatis Carolinae

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We characterize sets of non-differentiability points of convex functions on $ℝ^{n}$ . This completes (in $ℝ^{n}$ ) the result by Zajíček [2] which gives a characterization of the magnitude of these sets.

Compensated convexity and its applications

Kewei Zhang (2008)

Annales de l'I.H.P. Analyse non linéaire

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Displaying similar documents to “On one inequality in weighted L p spaces connected with the problem of existence of traces on hyperplanes”

On the separation of parametric convex polyhedral sets with application in MOLP

On the points of non-differentiability of convex functions

Compensated convexity and its applications

Displaying similar documents to “On one inequality in weighted $L_{p}$ spaces connected with the problem of existence of traces on hyperplanes”