2 problems
Geometric Realisation Conjecture. Every whose Jacobi algebra satisfies
Donovan–Wemyss conjecture. The base singularities are isomorphic if and only if the contraction algebras are isomorphic:
Geometric Realisation Conjecture. Every whose Jacobi algebra satisfies
Donovan–Wemyss conjecture. The base singularities are isomorphic if and only if the contraction algebras are isomorphic: