3 problems

Euler continuant quasi-bisymplecticity conjecture for the localized doubled-quiver algebra
Quasi-bisymplecticity conjecture. The triple $({\mathcal{B}}(\Gamma_n),\Phi,\omega_n)$ is a quasi-bisymplectic algebra. Furthermore, the double quasi-Poisson bracket…
opennoncommutative-geometry quasi-poisson-geometry quiver-algebras
0 responses
09
The tiling conjecture for syzygy supports in strongly connected quiver algebras
Let $\Lambda=kQ/I$ be a finite-dimensional algebra whose quiver $Q$ is strongly connected, and let $S_x$ be the simple module associated with a vertex $x$ . Write $\Omega^n(S_x)$ fo…
openquiver-algebras representation-theory
0 responses
05
The proper containment conjecture for identities of principal subalgebras
Proper containment conjecture. The ideal of polynomial identities of the path algebra is properly contained in that of its principal subalgebra:
openpath-algebras polynomial-identities quiver-algebras
0 responses
02

Euler continuant quasi-bisymplecticity conjecture for the localized doubled-quiver algebra