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Instantaneous regularisation via Harnack-type methods for a degenerate non-local equation VN8087G2FC

URIm2://res/VN8087G2FC
Kindpreprint
CreatorsSimon M. Schulz
Date2026-10-06
MSC35-XX
Subjectsarxiv math.AP
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-06
IdsarXiv 2610.08434, zbl_id 903200980

Items in this resource

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

ItemKindWhereSource
Propagation of boundedness away from $\{\rho=1\}$statementlemma 7.4arxiv
$f$ is locally boundedstatementproposition 8.1arxiv
$H^1$ estimate for $\p$, $L^4$ bound on $\nabla \rho$statementlemma 8.2arxiv
75EMR22RRXstatementcorollary 7.3arxiv
Gehring-type Lemmastatementlemma 2.9arxiv
A4CF35VKTQstatementcorollary 8.13arxiv
$H^2$ estimate for $f$statementlemma 8.10arxiv
$\dot{\rho}$ equationstatementlemma 8.11arxiv
Weak solutiondefinitiondefinition 2.2arxiv
$H^1$ estimate for $\P$statementlemma 8.3arxiv
$L^\infty$ bound $(u+\varepsilon)^{-1}$statementlemma 5.1arxiv
EFE1J3N7T9statementcorollary 8.7arxiv
Super-/sub-level set estimate of the logarithmstatementlemma 6.1arxiv
Harnack estimate for small timesstatementlemma 7.2arxiv
Schauder estimate: H\"older spacesstatementlemma 2.8arxiv
Higher integrability $\partial_t f, \nabla^2_\xi f$statementproposition 8.9arxiv
Schauder estimate: Sobolev spacesstatementlemma 2.7arxiv
Bombieri--Giusti Lemmastatementlemma 4.1arxiv
Quantitative instantaneous non-degeneracystatementproposition 7.1arxiv
Interior non-degeneracy and smoothness of weak solutionsstatementtheorem 1arxiv
$L^\infty$ bound $u+\varepsilon$statementlemma 5.2arxiv
Galerkin scheme $\p$statementproposition 8.5arxiv
RWTT7T24S1statementcorollary 8.4arxiv
Quantitative iteration lemmastatementlemma 7.5arxiv
T3KHCNPFAKstatementcorollary 8.15arxiv
W6NH6306GFstatementcorollary 8.6arxiv
H\"older continuity of $\nabla f$statementlemma 8.16arxiv
$f$ belongs to the parabolic spacestatementlemma 8.8arxiv
$H^2$ estimate for $\dot\p$statementlemma 8.14arxiv
\S 1 Proposition 3.2statementlemma 2.6arxiv
Function space $X$definitiondefinition 2.1arxiv
$\dot{f}$ equationstatementlemma 8.12arxiv

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