T-prime ideals in kS∞ form a semiring, equal in characteristic zero to P_{m,n}, and their annihilator map is injective for Ver_p and Ver_4.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2025 2verdicts
CONDITIONAL 2representative citing papers
The paper announces and outlines a ribbon braided tensor equivalence between quantum group fusion categories and Huang-Lepowsky VOA fusion categories for classical types and G2, with full proofs deferred to a companion paper.
citing papers explorer
-
A special class of prime ideals for infinite symmetric group algebras
T-prime ideals in kS∞ form a semiring, equal in characteristic zero to P_{m,n}, and their annihilator map is injective for Ver_p and Ver_4.
-
Constructing equivalences between quantum group fusion categories and Huang-Lepowsky modular categories via quantum gauge groups
The paper announces and outlines a ribbon braided tensor equivalence between quantum group fusion categories and Huang-Lepowsky VOA fusion categories for classical types and G2, with full proofs deferred to a companion paper.