Abstract
It had been found the number of non-equivalent indecomposable representations of a special form of a cyclic p -group over a finite commutative local ring of finite length of characteristic p . Cite as: O. A. Tylyshchak, “On number of indecomposable modular representations of cyclic p -group over finite local ring,” Prykl. Probl. Mekh. Mat., Issue 16, 19–29 (2018) (in Ukrainian). DOI:
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