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A proof of Frenkel's bound for the hyperbolic Kac-Moody Lie Algebra A_1^++ GHT5WXFA4E

URIm2://res/GHT5WXFA4E
Kindpreprint
CreatorsGabriel B. Legros
Date2026-09-28
MSC20-XX, 22-XX
Subjectsarxiv math.RT
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-09-28
IdsarXiv 2609.35325

Items in this resource

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

ItemKindWhereSource
Monotonicitystatementlemma 6.1arxiv
Gaussian boundstatementlemma 4.2arxiv
Parabolic homologystatementtheorem 5.4arxiv
rectangle vertices to the entire rectanglestatementlemma 5.9arxiv
Frenkel's inequality for $A_1^{++}$statementtheorem 1.1arxiv
Charge reduction at level twostatementlemma 2.2arxiv
CRV14PDZ7Kstatementlemma 2.1arxiv
DF6343C43Vstatementproposition 5.6arxiv
DHBDNKNWRWstatementlemma 3.1arxiv
Odd homology truncationstatementtheorem 5.2arxiv
Real comparison from four cornersstatementlemma 6.5arxiv
J394RSW1F0statementlemma 5.7arxiv
KZNNE958CBstatementproposition 4.6arxiv
Common analytical estimatestatementproposition 4.5arxiv
N6WE9B54D3statementlemma 4.1arxiv
Bernstein lower bounds on a whole intervalstatementlemma 5.10arxiv
Partition-product boundstatementlemma 4.4arxiv
T0DBH0HSPTstatementproposition 1.2arxiv
Zero boundsstatementlemma 5.5arxiv
Circle boundstatementlemma 4.3arxiv
Convexity in logarithmic coordinatesstatementlemma 5.8arxiv
W347X9HM98statementcorollary 6.2arxiv
Monotonicity-enhanced real boundstatementlemma 6.3arxiv
Minimal multigraded resolutionstatementlemma 5.1arxiv

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