4 problems

Donovan–Wemyss conjecture. Any potential algebra of a rose quiver, and more generally any potential algebra arising from a quiver in the relevant wider list, can be realised as a c…

Let $A_F$ be a potential algebra, and let $A_{\mathrm{con}}$ denote the contraction algebra associated with the relevant geometric setting. Wemyss's conjecture. Every potential alg…

Let $A_F$ be a finite-dimensional potential algebra, and let $A_F^{\mathrm{ab}}$ denote its abelianization. Wemyss–Donovan conjecture. The difference … should be a linear combinati…

A $d$-Calabi–Yau algebra $A$ is an algebra satisfying suitable finiteness conditions together with a duality condition involving Hochschild cohomology. A potential is a non-commuta…