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A homotopy theory of Nakaoka twin cotorsion pairs
Published 25 Mar 2017 in math.RT | (1703.08687v3)
Abstract: We show that the Verdier quotients can be realized as subfactors by the homotopy theory of additive categories with suspensions developed in \cite{ZWLi2, ZWLi3}. As applications, we develop the homotopy theory of Nakaoka twin cotorsion pairs of triangulated categories and prove that Iyama-Yoshino triangulated subfactors are Verdier quotients under suitable conditions.
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