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


Bohdan Zabavsky

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



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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