The natural problem we approach in the present paper is to show how the notion of formally
smooth (co) algebra inside monoidal categories can substitute that of (co) separable (co) …

The natural problem we approach in the present paper is to show how the notion of formally
smooth (co) algebra inside monoidal categories can substitute that of (co) separable (co) …

We prove that given a bialgebra surjection π: E→ H with nilpotent kernel such that H is a
Hopf algebra which is formally smooth as a K-algebra, then π has a section which is a right …

The natural problem we approach in the present paper is to show how the notion of formally
smooth (co) algebra inside monoidal categories can substitute that of (co) separable (co) …

The natural problem we approach in the present paper is to show how the notion of formally
smooth (co) algebra inside monoidal categories can substitute that of (co) separable (co) …

The natural problem we approach in the present paper is to show how the notion of formally
smooth (co) algebra inside monoidal categories can substitute that of (co) separable (co) …

The natural problem we approach in the present paper is to show how the notion of formally
smooth (co) algebra inside monoidal categories can substitute that of (co) separable (co) …

The natural problem we approach in the present paper is to show how the notion of formally
smooth (co) algebra inside monoidal categories can substitute that of (co) separable (co) …

The natural problem we approach in the present paper is to show how the notion of formally
smooth (co) algebra inside monoidal categories can substitute that of (co) separable (co) …

The natural problem we approach in the present paper is to show how the notion of formally
smooth (co) algebra inside monoidal categories can substitute that of (co) separable (co) …