The triangulated hull of periodic complexes
WebSep 18, 2024 · We investigate the triangulated hull of the orbit categories of the perfect derived category and the bounded derived category of a ring concerning the power of the … WebWe compare the so-called clock condition to the gradability of certain differential modules over quadratic monomial algebras. For a stably hereditary algebra or a gentle one-cycle …
The triangulated hull of periodic complexes
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WebApr 10, 2024 · The Auslander-Reiten quiver of the category of m-periodic complexes. April 2024; License; CC BY 4.0 WebAbstract: We investigate the triangulated hull of orbit categories of the perfect derived category and the bounded derived category of a ring concerning the power of the …
WebOct 1, 2024 · Another related result is , in which Stai obtains an analogue of our result for algebras Λ of finite global dimension, identifying the derived category of n-periodic … WebThe triangulated hull of periodic complexes - CORE Reader
WebOct 13, 2015 · Title: The triangulated hull of periodic complexes. Authors: Torkil Stai (Submitted on 13 Oct 2015) Abstract: ... orbit category of the bounded derived category of … WebIn this paper, we take interest in triangulations of a periodic space, represented as the so-called at torus [35]. This research was originally motivated by the needs of astronomers who study the evolution of the large scale mass distribution in our universe by run-ning dynamical simulations on periodic 3D data. In fact there are numerous
WebTherefore, with the corre-spondences of 2D feature points of a considered image and 3D world points triangulated by previous image pairs, we solve the perspective-n-point (PnP) problem [41]. As a result, we obtain the exterior orientation of the considered image with rotation matrix R and translation vector t in the given coordinate system.
WebNov 15, 2024 · Let C 1 (A) be the category of 1-periodic complexes over A, and D 1 (A) the 1-periodic derived category. We prove in Theorem 3.4 that the derived Hall algebra D H 1 ( A … nas chaillyWebMar 20, 2024 · We investigate the triangulated hull of orbit categories of the perfect derived category and the bounded derived category of a ring concerning the power of the suspension functor. It turns out that the triangulated hull corresponds to the full subcategory of compact objects of certain triangulated categories of periodic complexes. … mel\u0027s charities of ozaukee countyWebOct 1, 2024 · It is shown that the derived category of dg modules over A (viewed as a dg algebra with trivial differential) is a triangulated hull of a certain orbit category of the derived category of graded A-modules. ... Triangulated categories of periodic complexes and orbit categories. 2024, arXiv. View all citing articles on Scopus. mel\u0027s charities grafton wiWebWe investigate the triangulated hull of the orbit categories of the perfect derived category and the bounded derived category of a ring concerning the power of the suspension functor. It turns out that the triangulated hull will correspond to the full subcategory of compact objects of certain triangulated categories of periodic complexes. This specializes to Stai … mel\u0027s cafe jefferson city moWebSep 18, 2024 · It turns out that the triangulated hull will correspond to the full subcategory of compact objects of certain triangulated categories of periodic complexes. This … mel\\u0027s cdl washington paWebPublisher: International Press of Boston, Journal: Mathematical Research Letters, Title: The triangulated hull of periodic complexes, Authors: Torkil Stai , Abstract: In the terms of a … mel\\u0027s chemistryWebThe triangulated hull of periodic complexes. Math. Res. Lett 25, (1), (2024), 199-236. [27]X. Zhao. A note on the equivalence of m-periodic derived categories. Science China Mathematics 57, (11), (2014), 2329-2334. (Claudia Chaio) Centro Marplatense de Investigaciones Matem aticas, Facultad de Ciencias nascha incorporated