2 problems

Let a Frobenius manifold be described by a semi-infinite subspace $\mathcal{L}(x)\in Gr_{\frac{\infty}{2}}^{(n)}$, with higher-time parameters $\{x^{\alpha,r}\}$ for…

Let ${\cal G}=sl(n+1)$ and let $E^{(1)}=\sum_{j=1}^{n}E_{\alpha_j}+\lambda E_{-(\alpha_1+\cdots+\alpha_n)}$. Suppose the gauge potentials are related through the proposed solutions…