2 problems

Let $(X,L)$ be a smooth toric variety with momentum polytope $\Delta$, and let $Z\subset X$ be the divisor corresponding to the preimage of $F=\bigcup_iF_i$, a union of facets of…

Let $(X,L,Z)$ be a polarized triple, and let $F(c)$ and $F_{\chi}(c)$ denote the modified and relative modified Donaldson–Futaki invariants associated with the degeneration to the…