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Publications by Richard K. Molnar

A Commutative Noetherian Hopf Algebra Over a Field Is Finitely Generated

Proceedings of the American Mathematical Society

Applied Mathematics

English

Related publications

A Note on the Congruence Lattice of a Finitely Generated Algebra

Proceedings of the American Mathematical Society

Applied Mathematics

English

An Identity on Algebras Over a Hopf Algebra

Proceedings of the American Mathematical Society

Applied Mathematics

English

Secondary Representations for Injective Modules Over Commutative Noetherian Rings

Proceedings of the Edinburgh Mathematical Society

English

A Non-Commutative Minimally Non-Noetherian Ring.

Mathematica Scandinavica

English

Finitely Generated Modules Over Pullback Rings

Journal of Algebra

English

A Proof That Commutative Artinian Rings Are Noetherian

Communications in Algebra

English

A Hopf Algebra Having a Separable Galois Extension Is Finite Dimensional

Proceedings of the American Mathematical Society

Applied Mathematics

English

Modules Over the Endomorphism Ring of a Finitely Generated Projective Module

Proceedings of the American Mathematical Society

Applied Mathematics

English

When Is the Algebra of Regular Sets for a Finitely Additive Borel Measure a Α-Algebra?

Journal of the Australian Mathematical Society. Series A. Pure Mathematics and Statistics

English