Math 2.0

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Light rays of Lorentzian graphs and the Born-Infeld model 9JHMTYGWFQ

URIm2://res/9JHMTYGWFQ
Kindpreprint
CreatorsCristiana De Filippis, Giuseppe Mingione
Date2026-09-21
MSC35-XX, 53-XX, 51-XX, 52-XX
Subjectsarxiv math.AP, arxiv math.DG, arxiv math.MG
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-09-21
IdsarXiv 2609.25449

Items in this resource

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

ItemKindWhereSource
Global minimizers on $\mathbb R^n$definitiondefinition 2.8arxiv
Intrinsic Lorentzian potentialsdefinitiondefinition 1.17arxiv
2CRHD34AKRstatementcorollary 8.2arxiv
Local minimizersdefinitiondefinition 1.2arxiv
Sobolev exclusion of light segments - lower dimensionsstatementtheorem 7.3arxiv
Borderline boost function regularity Istatementtheorem 1.12arxiv
3ZJTTV1X53statementlemma 11.1arxiv
Boost integrability and light segmentsstatementtheorem 1.11arxiv
Boost function regularitystatementtheorem 1.7arxiv
Borderline boost function regularity IIstatementtheorem 1.15arxiv
The rough anti-peelingstatementtheorem 1.1arxiv
Capacitary bounds for the degeneracy setsstatementtheorem 1.8arxiv
Uniform correctors on boundary capsstatementcorollary 10.3arxiv
Classical solutions are minimizersstatementproposition 9.2arxiv
8B818VPWTBstatementproposition 3.1arxiv
Spacelikeness via compactnessstatementlemma 10.1arxiv
Existence and Euler--Lagrange equationstatementproposition 21.1arxiv
Light segments shine at the weak-endpointstatementtheorem 1.4arxiv
A2KNC879KGstatementcorollary 1.6arxiv
AY613S73AXstatementlemma 2.10arxiv
Absence of light segmentsstatementtheorem 1.3arxiv
C28AY0NE78statementlemma 4.7arxiv
C8JCMV0QKDstatementlemma 5.4arxiv
CXSSR4QNWDdefinitiondefinition 2.5arxiv
Moser--Trudinger inequalitystatementlemma 2.11arxiv
Intrinsic potential estimatestatementtheorem 1.18arxiv
E7218MAMYFstatementtheorem 7.4arxiv
E7Y9HF8J3Xstatementcorollary 1.10arxiv
EM23PGW1YNdefinitiondefinition 2.3arxiv
Borderline boost regularity for Dirichlet problemsstatementtheorem 1.16arxiv
GNB8R2HMX7definitiondefinition 4.1arxiv
GT5PTVVBYPstatementcorollary 1.9arxiv
H5DK043CP8statementproposition 11.5arxiv
Calibrated De Giorgi-type iterationstatementlemma 12.1arxiv
Nondegenerate light-ray lengthsstatementproposition 7.9arxiv
Strict spacelikeness at the boundarystatementproposition 10.4arxiv
MV1E9Y4MZ1statementproposition 8.1arxiv
MVN9A9GFYYstatementlemma 4.8arxiv
Calder\'on--Zygmund type estimatestatementproposition 21.2arxiv
Nonlinear correctors via contractionsstatementlemma 10.2arxiv
NRDCNZT7R0statementlemma 7.1arxiv
P04DA1QEWKstatementcorollary 10.6arxiv
PMMPFPSVE2statementlemma 11.3arxiv
Q45EMRM8VCstatementproposition 4.5arxiv
Q4EX2MGR7Nstatementlemma 7.6arxiv
QG1CFQ0TCCstatementlemma 11.4arxiv
QRTXZHNQ5Bstatementlemma 3.2arxiv
S01SRWNZX0statementproposition 9.1arxiv
SNGQ6J20JSdefinitiondefinition 2.4arxiv
Structure of $\mathcal K_u$statementproposition 7.8arxiv
V4WC592P4Bdefinitiondefinition 5.1arxiv
VH8S97QZ32statementlemma 11.2arxiv
VHSXS17R2Astatementproposition 13.1arxiv
$p$-capacity of $\mathcal I_u$ and $\mathcal S_u$statementproposition 7.7arxiv
X88B18XHARdefinitiondefinition 4.2arxiv
Sobolev exclusion of light segments - higher dimensionsstatementtheorem 7.2arxiv
No light segments for the Dirichlet problemstatementtheorem 1.5arxiv
Z4FDD41QGTstatementlemma 4.4arxiv
ZETS8B17G0statementlemma 4.3arxiv

Catalogue records