[HTML][HTML] t-Structures on stable derivators and Grothendieck hearts
We prove that, given any strong and stable derivator and a t-structure in its base triangulated
category D, the t-structure canonically lifts to all the (coherent) diagram categories and each …
category D, the t-structure canonically lifts to all the (coherent) diagram categories and each …
-Structures on stable derivators and Grothendieck hearts
M Saorín, J Šťovíček, S Virili - arXiv e-prints, 2017 - ui.adsabs.harvard.edu
We prove that given any strong, stable derivator and a $ t $-structure on its base triangulated
category $\cal D $, the $ t $-structure canonically lifts to all the (coherent) diagram categories …
category $\cal D $, the $ t $-structure canonically lifts to all the (coherent) diagram categories …
-Structures on stable derivators and Grothendieck hearts
M Saorín, J Šťovíček, S Virili - arXiv preprint arXiv:1708.07540, 2017 - arxiv.org
We prove that given any strong, stable derivator and a $ t $-structure on its base triangulated
category $\cal D $, the $ t $-structure canonically lifts to all the (coherent) diagram categories …
category $\cal D $, the $ t $-structure canonically lifts to all the (coherent) diagram categories …