4 problems
- 0 votes0 replies2 views
Regularity conjecture for finite-dimensional cosemisimple Hopf algebras
Regularity conjecture. If is finite-dimensional and cosemisimple, then is regular.
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Classification conjecture for finite-dimensional simple partial Hopf comodules
Classification conjecture. Every finite-dimensional simple partial -comodule is of the form
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Simplicity conjecture for the subcentral-idempotent construction
Simplicity conjecture. The partial -comodule is simple.
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ABV2 conjecture on the partial Hopf algebra of a finite-dimensional semisimple Hopf algebra
ABV2 conjecture. If is finite-dimensional and semisimple, then is finite-dimensional and semisimple.