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Commutative Bezout domains whose non-trivial finite homomorphic images are semipotent rings

 

Bohdan Zabavsky

Professor
Department of Algebra and Logic
Faculty of Mechanics and Mathematics
Ivan Franko National University of Lviv

 

Abstract:

In this talk we will investigate the structure of commutative Bezout domain whose non-trivial finite homorphic images are semipotent rings.

 

Детальніше в цій категорії: « Dyadic range of ring On classification of low-dimensional Lie algebras »

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