The supercohomology determination conjecture

Let supercohomology be the cohomological invariant under consideration, let the Jacobian ring encode the relevant algebraic data, let gaps refer to gaps in the associated categorical generation spectrum, and let $ME$ denote the monodromy effect. Supercohomology determination conjecture. The dimension of supercohomology is determined by the Jacobian ring, gaps, and the monodromy effect $ME$. The conjecture proposes that these algebraic, categorical, and monodromy data determine the size of supercohomology; the supplied text does not state a precise formula or known cases.