Simion Breaz

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20142023

most citedRings in which every element is either a sum or a difference of a nilpotent and an idempotent

1 citations · 1 across the 4 of their papers we have counts for

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math.CT2025

Comparing $Add (M)$ with $Prod (M)$

Simion Breaz, Cristian Rafiliu

We present characterizations for the inclusions $Add (M) \subseteq Prod (M)$ and $Prod (M) \subseteq Add (M)$ in locally finitely presented categories…

math.CT2023

On a characterization of (co)silting objects

Simion Breaz

We prove that an object $U$ in a triangulated category with coproducts is silting if and only if it is a (weak) generator of the category, the orthogonal class $U^{⊥_{> 0}}$ con…

Comparing Add(M) with Prod(M)

On a characterization of (co)silting objects

Comparing $Add (M)$ with $Prod (M)$