Results 11 to 20 of about 66,004 (283)
Subfactor Categories of Triangulated Categories [PDF]
15 ...
Xu, Jinde, Zhou, Panyue, Ouyang, Baiyu
openaire +2 more sources
Quotient triangulated categories [PDF]
14 pages. Manu.
Chen, Xiao-Wu, Zhang, Pu
openaire +3 more sources
A Nullstellensatz for triangulated categories [PDF]
The title was changed; a few other minor corrections were ...
Bondarko, M. V., Sosnilo, V. A.
openaire +2 more sources
DEGENERATING 0 IN TRIANGULATED CATEGORIES [PDF]
In previous work, based on the work of Zwara and Yoshino, we defined and studied degenerations of objects in triangulated categories analogous to the degeneration of modules. In triangulated categories${\mathcal{T}}$, it is surprising that the zero object may degenerate.
MANUEL SAORÍN, ALEXANDER ZIMMERMANN
openaire +2 more sources
Triangulated surfaces in triangulated categories [PDF]
For a triangulated category \mathcal A with a 2-periodic dg-enhancement and a triangulated oriented marked surface S , we introduce a dg-category
Dyckerhoff, T., Kapranov, M.
openaire +4 more sources
THE GRADED CENTER OF A TRIANGULATED CATEGORY [PDF]
With applications in mind to the representations and cohomology of block algebras, we examine elements of the graded center of a triangulated category when the category has a Serre functor. These are natural transformations from the identity functor to powers of the shift functor that commute with the shift functor.
Carlson, Jon F., Webb, Peter
openaire +2 more sources
The Ringel--Hall Lie algebra of a spherical object [PDF]
For an integer $w$, let $\cs_w$ be the algebraic triangulated category generated by a $w$-spherical object. We determine the Picard group of $\cs_w$ and show that each orbit category of $\cs_w$ is triangulated and is triangle equivalent to a certain ...
Fu, Changjian, Yang, Dong
core +1 more source
Objective: To learn the perspectives of nursing students on geriatric care provided in a public home for the aged. Method: Qualitative study - grounded theory.
Frida Hosana Aguilera Díaz de León +1 more
doaj +1 more source
Topological triangulated categories [PDF]
In this paper we explain certain systematic differences between algebraic and topological triangulated categories. A triangulated category is algebraic if it admits a differential graded model, and topological if it admits a model in the form of a stable
Schwede, Stefan
core +2 more sources
Resolving resolution dimensions in triangulated categories
Let T{\mathcal{T}} be a triangulated category with a proper class ξ\xi of triangles and X{\mathcal{X}} be a subcategory of T{\mathcal{T}}. We first introduce the notion of X{\mathcal{X}}-resolution dimensions for a resolving subcategory of T{\mathcal{T}}
Ma Xin, Zhao Tiwei
doaj +1 more source

