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The maximality conjecture for the category of modules of G-dimension zero
Maximality conjecture. $\mathcal G$ should be the largest resolving subcategory $\mathcal C$ of $\operatorname{mod} R$ such that $\operatorname{mod}\underline{\mathcal C}$ is a Fro…
Conjectureopencommutative-algebra frobenius-categories g-dimensionarXiv posted 2 days ago
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Positive grading is unnecessary for the bimodule 3-Calabi–Yau conclusion
Let $(Q,W)$ be a quiver with potential, and consider the conclusions of the bimodule $3$ -Calabi–Yau result [?]. In particular, these include the corresponding conclusions for the q…
Conjectureopencalabi-yau-categories frobenius-categories quivers-with-potentialarXiv posted 2 days ago

The maximality conjecture for the category of modules of G-dimension zero