Matching Tag: spectral-flow
Let c m a t h f r a k g l ( 1 ∣ 1 ) cmathfrak{gl}(1|1) c ma t h f r ak g l ( 1∣1 ) be the smallest type-A Lie superalgebra, let c m a t h c a l V c h b a r , k ( c m a t h f r a k g l ( 1 ∣ 1 ) ) cmathcal V_{chbar,k}(cmathfrak{gl}(1|1)) c ma t h c a l V c hba r , k ( c ma t h f r ak g l ( 1∣1 )) be its quantum vertex algebra, and set … Here c s i g m a n , 0 csigma^{n,0} cs i g m a n , 0 denote…
Spectral-flow conjecture. For every λ ∈ P r Z k \lambda\in\mathrm{Pr}_{\mathbb{Z}}^k λ ∈ Pr Z k and 0 ≤ θ ≤ q ˉ 0\leq\theta\leq\bar q 0 ≤ θ ≤ q ˉ , there exists μ ∈ h ∗ \mu\in\mathfrak{h}^* μ ∈ h ∗ such that
Let V V V and W W W be admissible level k k k modules of s l ^ ( 2 ) \widehat{\mathfrak{sl}}(2) sl ( 2 ) , let s , t ∈ Z s,t\in\mathbb Z s , t ∈ Z , and let k ∈ { − 1 / 2 , − 4 / 3 } k\in\{-1/2,-4/3\} k ∈ { − 1/2 , − 4/3 } . Write V s V^s V s for the module obtained from V V V by…