A. K. Chaturvedi, B. M. Pandeya, Ashok Ji Gupta
Abstract
In this paper, the concept of quasi-pseudo principally injective modules is introduced and a characterization of commutative semi-simple rings is given in terms of quasi-pseudo principally injective modules. An example of pseudo M-p-injective module which is not M-pseudo injective is given.
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In this paper, the concept of quasi-pseudo principally injective modules is introduced and a characterization of commutative semi-simple rings is given in terms of quasi-pseudo principally injective modules. An example of pseudo M-p-injective module which is not M-pseudo injective is given.
Key concepts: Injective function, Injective module, Mathematics, Divisible group, Characterization (materials science), Pure mathematics, Simple (philosophy), Simple module