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20082026
most citedOn perfectly generating projective classes in triangulated categories

9 citations · 13 across the 11 of their papers we have counts for

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math.CT2026

Migration of silting objects via adjoint pairs

Simion Breaz, Andrei Marcuş, George Ciprian Modoi

Consider an adjoint triple of triangle functors between two nice enough triangulated categories. In this paper, we are looking for conditions under which the silting, respectively,…

math.CT2024

Brown--Adams representability for triangulated categories with locally coherent cohomology

George Ciprian Modoi

In this paper, we deal with two types of representability. The first is a variant of the Brown representability theorem in the spirit of Rouquier and Neeman. The second is a varian…

math.CT2019

Weight structures cogenerated by weak cocompact objects

George Ciprian Modoi

We study t-structures generated by sets of objects which satisfy a condition weaker than the compactness. We also study weight structures cogenerated by sets of objects satisfying…

math.CT2017

Reasonable triangulated categories have filtered enhancements

George Ciprian Modoi

We prove that a triangulated category which is the underlying category of a stable derivator has a filtered enhancement, providing an affirmative answer to a conjecture in [3].

math.CT2014

Constructing cogenerators in triangulated categories and Brown representability

George Ciprian Modoi

For a triangulated category with products we develop a method for constructing a nice set of cogenerators, allowing us to prove a formal criterion in order to satisfy Brown represe…

math.CT2013★ 1 cited

The dual of Brown representability for some derived categories

George Ciprian Modoi

Consider a complete abelian category which has an injective cogenerator. If its derived category is left--complete we show that the dual of this derived category satisfies Brown re…