most citedMaximal exact structures on additive categories

41 citations · 61 across the 6 of their papers we have counts for

collaborators

6 papers

math.FA201441 cited

Maximal exact structures on additive categories

Dennis Sieg, Sven-Ake Wegner

We show that every additive category with kernels and cokernels admits a maximal exact structure. Moreover, we discuss two examples of categories of the latter type arising from fu…

math.FA20146 cited

Projective limits of weighted LB-spaces of holomorphic functions

Sven-Ake Wegner

Countable projective limits of countable inductive limits, called PLB-spaces, of weighted Banach spaces of continuous functions have recently been investigated by Agethen, Biersted…

math.CT201414 cited

On the notion of a semi-abelian category in the sense of Palamodov

Yaroslav Kopylov, Sven-Ake Wegner

In the sense of Palamodov, a preabelian category is semi-abelian if for every morphism the natural morphism between the cokernel of its kernel and the kernel of its cokernel is sim…

math.CT2014

Exact couples in semiabelian categories revisited

Yaroslav Kopylov, Sven-Ake Wegner

Consider an exact couple in a semiabelian category in the sense of Palamodov, i.e., in an additive category in which every morphism has a kernel as well as a cokernel and the induc…

math.HO2014

A short introduction to Gottlob Frege's Begriffsschrift

Sven-Ake Wegner

In his 1879 paper on the Begriffsschrift, Gottlob Frege introduced a notation to formalize mathematical arguments. In this note we explain Frege's notation by using the nowadays co…

math.FA2010

Notes on a proof of Bonet, Engliš and Taskinen

Sven-Ake Wegner

We give a proof of a result of Bonet, Engliš and Taskinen filling in several details and correcting some flaws.