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  • https://doi.org/10.1134/s0037446620010061Copy DOI Icon

Compressed Zero-Divisor Graphs of Finite Associative Rings

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Abstract

We study the compressed zero-divisor graph of a finite associative ring R. In particular, we describe commutative finite rings with compressed zero-divisor graphs of order 2. Moreover, we find all graphs of order 3 that are the compressed zero-divisor graphs of some finite rings.

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