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Fractional gradients and nonlocal PDEs in variable exponent spaces 6AD2CTF0QF

URIm2://res/6AD2CTF0QF
Kindpreprint
CreatorsSusana Moura, Cornelia Schneider
Date2026-10-06
MSC35-XX, 46-XX
Subjectsarxiv math.AP, arxiv math.FA
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-06
IdsarXiv 2610.08253

Items in this resource

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

ItemKindWhereSource
Basic properties of the Riesz fractional gradientstatementtheorem 2.4arxiv
Euler--Lagrange equationstatementtheorem 3.8arxiv
8KV7TKQJT1statementcorollary 3.4arxiv
Fractional FTOCstatementtheorem 2.8arxiv
Variable exponent fractional Trudinger inequalitystatementtheorem 2.15arxiv
Variable exponent fractional Morrey type inequalitystatementtheorem 2.16arxiv
Local Sobolev type inequalitystatementtheorem 2.12arxiv
Fractional gradientdefinitiondefinition 2.2arxiv
FCJ1JRSMVNdefinitiondefinition 3.5arxiv
Fractional $p(\cdot)$-Laplace equationstatementcorollary 3.9arxiv
Variable exponent Morrey estimate for the Riesz potentialstatementcorollary 2.17arxiv
Characterization via variable Bessel potential spacesstatementtheorem 2.9arxiv
PXY1FTJM7Sdefinitiondefinition 2.6arxiv
Mazur's Theoremstatementtheorem 3.1arxiv
SPGDXJVSYFdefinitiondefinition 2.1arxiv
Fractional Hardy inequalitystatementtheorem 2.13arxiv
Existence Theoremstatementtheorem 3.6arxiv
WYFN5TQ49Dstatementtheorem 3.2arxiv
Sobolev-type inequalitystatementtheorem 2.11arxiv

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