Objective triangle functors
CM Ringel, P Zhang - Science China Mathematics, 2015 - Springer
An additive functor F: A → B between additive categories is said to be objective, provided
any morphism f in A with F (f)= 0 factors through an object K with F (K)= 0. We concentrate on …
any morphism f in A with F (f)= 0 factors through an object K with F (K)= 0. We concentrate on …
[PDF][PDF] OBJECTIVE TRIANGLE FUNCTORS
CM RINGEL, PU ZHANG - arXiv preprint arXiv:1405.1927, 2014 - Citeseer
An (additive) functor F: A−→ B between additive categories is said to be objective, provided
any morphism f in A with F (f)= 0 factors through an object K with F (K)= 0. In this paper we …
any morphism f in A with F (f)= 0 factors through an object K with F (K)= 0. In this paper we …
[引用][C] Objective triangle functors
CM Ringel, P Zhang - Science China= Scientia Sinica …, 2015 - pub.uni-bielefeld.de
Objective triangle functors Universität Bielefeld Universität Bielefeld Click a name to choose.
Click to show more. PUB - Publikationen an der Universität Bielefeld Objective triangle …
Click to show more. PUB - Publikationen an der Universität Bielefeld Objective triangle …
Objective triangle functors
CM Ringel, P Zhang - arXiv preprint arXiv:1405.1927, 2014 - arxiv.org
An (additive) functor F from an additive category A to an additive category B is said to be
objective, provided any morphism f in A with F (f)= 0 factors through an object K with F (K) …
objective, provided any morphism f in A with F (f)= 0 factors through an object K with F (K) …
[PDF][PDF] Objective triangle functors
CM Ringel, P Zhang - Sci China Math, 2015 - math.uni-bielefeld.de
An additive functor F: A→ B between additive categories is said to be objective, provided
any morphism f in A with F (f)= 0 factors through an object K with F (K)= 0. We concentrate on …
any morphism f in A with F (f)= 0 factors through an object K with F (K)= 0. We concentrate on …
Objective triangle functors
CM Ringel, P Zhang - Science China Mathematics, 2015 - infona.pl
An additive functor $$ F:\mathcal {A}\to\mathcal {B} $$ between additive categories is said to
be objective, provided any morphism f in $$\mathcal {A} $$ with F (f)= 0 factors through an …
be objective, provided any morphism f in $$\mathcal {A} $$ with F (f)= 0 factors through an …
Objective triangle functors
CM Ringel, P Zhang - Science in China A: Mathematics, 2015 - ui.adsabs.harvard.edu
An (additive) functor F from an additive category A to an additive category B is said to be
objective, provided any morphism f in A with F (f)= 0 factors through an object K with F (K) …
objective, provided any morphism f in A with F (f)= 0 factors through an object K with F (K) …
[PDF][PDF] OBJECTIVE TRIANGLE FUNCTORS
CM RINGEL, PU ZHANG - math.uni-bielefeld.de
OBJECTIVE TRIANGLE FUNCTORS 1. Introduction Let F : A −→ B be a functor between
additive categories (all functors considered Page 1 OBJECTIVE TRIANGLE FUNCTORS …
additive categories (all functors considered Page 1 OBJECTIVE TRIANGLE FUNCTORS …