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The three- and four-loop equal-mass sunset integrals and local Calabi--Yau fourfolds and fivefolds RWNP4FEE65

URIm2://res/RWNP4FEE65
Kindpreprint
CreatorsHartmut Maennel, Pierre Vanhove
Date2026-10-07
Subjectsarxiv hep-th, arxiv math-ph, arxiv math.AG, arxiv math.MP
Scopeborder

Expressions

e1: version, preprint

Date2026-10-07
IdsarXiv 2610.10821

Items in this resource

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

ItemKindWhereSource
Curve classesstatementlemma 4.5arxiv
Compactification geometrystatementlemma 4.3arxiv
Normalized three-loop expansion ($n=4$ casestatementtheorem 3.13arxiv
Frobenius form of the integralstatementlemma 3.11arxiv
State spacestatementlemma 3.3arxiv
Well-definedness of $K_2$statementlemma 3.16arxiv
Leading asymptoticsstatementproposition 3.12arxiv
No maps at infinitystatementlemma 4.4arxiv
Three loops in terms of $\mathcal F_{\gamma_3}$statementcorollary 2.3arxiv
Four loops in terms of two diagonal seriesstatementcorollary 2.4arxiv
All-degree inversestatementtheorem 6.4arxiv
A coefficient identitystatementlemma 3.19arxiv
Three loops; {\rm \Icorref{cor:nfourstatementtheorem 2.1arxiv
Expansion of $B$statementlemma 3.20arxiv
Quantum-$K$ formulastatementtheorem 4.9arxiv
The scalar B-model operatorstatementlemma 3.21arxiv
Convergencestatementproposition 3.7arxiv
The inhomogeneous Picard--Fuchs equationstatementlemma 3.9arxiv
Complete descendant specializationstatementtheorem 3.24arxiv
Local correlators and the local $J$-functiondefinitiondefinition 3.5arxiv
Zero-section factorizationstatementproposition 3.1arxiv
Fourfold recursionstatementtheorem 6.1arxiv
H92K4GTCCCstatementtheorem 8.1arxiv
BPS integralitystatementtheorem 4.6arxiv
Two diagonal inputs sufficestatementtheorem 6.5arxiv
Triangular two-point reconstructionstatementtheorem 6.3arxiv
JN64TF5TZFstatementlemma 4.7arxiv
Four loops; {\rm \Icorref{cor:nfivestatementtheorem 2.2arxiv
JYPAQKQYS4statementtheorem 3.25arxiv
Genus-zero Gopakumar--Vafa integrality, one insertion; quotedstatementtheorem 4.1arxiv
Classical verification at $m=1$statementproposition 3.27arxiv
Branchesdefinitiondefinition 3.8arxiv
Mirror mapstatementproposition 3.6arxiv
Numerical Gamma identitystatementproposition 3.28arxiv
Virtual reductionstatementproposition 3.2arxiv
T225CZPFFFstatementproposition 3.17arxiv
The coordinate $T$statementlemma 3.15arxiv
One diagonal primary series sufficesstatementtheorem 6.2arxiv
Coefficient bridgestatementtheorem 3.22arxiv
Certified individual singularitiesstatementtheorem 9.1arxiv
ZC0J3QC5PWstatementcorollary 8.2arxiv

Catalogue records