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Strongly ding projective modules over rings of morita contexts | Synapse

May 9, 2026

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Strongly ding projective modules over rings of morita contexts

Key Points

The aim is to establish sufficient conditions for a module to be strongly Ding projective within Morita contexts.
Analyzed bimodule homomorphisms under specific conditions in Morita rings.
Described strongly Ding projective modules over a matrix algebra.
Provided theoretical foundations and examples illustrating the conditions.
Identified conditions necessary for a specific module to be strongly Ding projective.
Characterized all strongly Ding projective modules over the given matrix algebra.

Abstract

Let Formula: see text be a Morita ring such that the bimodule homomorphisms are zero. In this paper, we give sufficient conditions for a Formula: see text-module Formula: see text to be strongly Ding projective. Moreover, we describe all strongly Ding projective modules over the Formula: see text matrix algebra Formula: see text over Formula: see text.

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Cite This Study

Asefa et al. (Fri,) studied this question.

synapsesocial.com/papers/69fed071b9154b0b828777b6 https://doi.org/https://doi.org/10.1142/s0219498827502318