2 problems

Closure conjecture for products of N=3 character spaces
Let $m,m'\in\mathbf N$ and $j,j'\in\mathbf Z$ . For $m\in\mathbf N$ and $j\in\mathbf Z$ , let $\overset{N=3}{CH}{}^{(+)[K(m),j]}$ denote the $\mathbf C((q^{\frac12}))$ -linear span of…
openFrom papersmock-theta-functions representation-theory superconformal-algebras
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10
Ekstrand–Heluani–Källén–Zabzine's Shatashvili–Vafa algebra conjecture for $G_{2}$ -manifolds
Shatashvili–Vafa algebra conjecture. The section pairs $\{\Phi_{+},K_{+}\}$ and $\{\Phi_{-},K_{-}\}$ generate two commuting copies of the Shatashvili–Vafa $G_{2}$ superconformal al…
openFrom paperschiral-de-rham-complex g2-holonomy superconformal-algebras
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5

Closure conjecture for products of N=3 character spaces