2 problems

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Huang–Walton–Wicks–Won face-algebra quotient conjecture
Let $H$ be a finite-dimensional weak bialgebra over an algebraically closed field $\mathbb K$ with commutative counital subalgebras. Let $Q$ be a finite quiver, and let…
Conjectureopenface-algebras quivers weak-bialgebrasarXiv posted 2 days ago
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Hayashi's quiver quotient conjecture for finite-dimensional weak bialgebras
Hayashi's quiver quotient conjecture. Every finite-dimensional weak bialgebra $H$ with commutative counital subalgebras is isomorphic to a weak bialgebra quotient of $\hay$ for som…
Conjectureopenquantum-symmetry quivers weak-bialgebrasarXiv posted 2 days ago

Huang–Walton–Wicks–Won face-algebra quotient conjecture