Add to ORKGThick subcategories of triangulated categories arise in various mathematical areas, for instance in algebraic geometry, in representation theory of groups and algebras, or in stable homotopy theory. The aim of this workshop has been to bring together experts from these fields and to stimulate interaction and exchange of ideas
Given a thick subcategory of a triangulated category, we define a colocalisation and a natural long ...
Krause H, Stevenson G. A note on thick subcategories of stable derived categories. Nagoya Mathematic...
Krause H, Stevenson G. A note on thick subcategories of stable derived categories. Nagoya Mathematic...
Thick subcategories of triangulated categories arise in various mathematical areas, for instance in...
Abstract. Thick subcategories of triangulated categories arise in various mathematical areas, for in...
The goal of this thesis is to prove a one-to-one correspondence between (thick) triangulated subcate...
It is known that the thick tensor-ideal subcategories in a tensor triangulated cate-gory can be clas...
Abstract. We study the thick subcategories of the stable category of finitely generated modules for ...
It is known that the thick tensor-ideal subcategories in a tensor triangulated cate-gory can be clas...
We define triangulated and tensor triangulated categories, and classify the thick subcategories of a...
Köhler C. A combinatorial classification of thick subcategories of derived and stable categories. Bi...
We classify the thick subcategories of discrete derived categories. To do this we introduce certain ...
Triangulated categories were introduced in the mid 1960’s by J.L. Verdier in his thesis, reprinted i...
For an exact category having enough projective objects, we establish a bijection between thick subca...
For an exact category having enough projective objects, we establish a bijection between thick subca...
Given a thick subcategory of a triangulated category, we define a colocalisation and a natural long ...
Krause H, Stevenson G. A note on thick subcategories of stable derived categories. Nagoya Mathematic...
Krause H, Stevenson G. A note on thick subcategories of stable derived categories. Nagoya Mathematic...
Thick subcategories of triangulated categories arise in various mathematical areas, for instance in...
Abstract. Thick subcategories of triangulated categories arise in various mathematical areas, for in...
The goal of this thesis is to prove a one-to-one correspondence between (thick) triangulated subcate...
It is known that the thick tensor-ideal subcategories in a tensor triangulated cate-gory can be clas...
Abstract. We study the thick subcategories of the stable category of finitely generated modules for ...
It is known that the thick tensor-ideal subcategories in a tensor triangulated cate-gory can be clas...
We define triangulated and tensor triangulated categories, and classify the thick subcategories of a...
Köhler C. A combinatorial classification of thick subcategories of derived and stable categories. Bi...
We classify the thick subcategories of discrete derived categories. To do this we introduce certain ...
Triangulated categories were introduced in the mid 1960’s by J.L. Verdier in his thesis, reprinted i...
For an exact category having enough projective objects, we establish a bijection between thick subca...
For an exact category having enough projective objects, we establish a bijection between thick subca...
Given a thick subcategory of a triangulated category, we define a colocalisation and a natural long ...
Krause H, Stevenson G. A note on thick subcategories of stable derived categories. Nagoya Mathematic...
Krause H, Stevenson G. A note on thick subcategories of stable derived categories. Nagoya Mathematic...