2010Journal of Putian UniversityRequires access

The Idempotent Completion on the Pushouts Category of Additive Category

Guanqin Lian

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Abstract

This paper discusses the relationship between the idempotent completion on the pushouts category of additive category and the pushouts category of the idempotent completion of additive category.What's more,it shows that the idempotent completion on the pushouts category of abelian category is equivalent to the pushouts category of the idempotent completion of abelian category.

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What this paper is about

This paper discusses the relationship between the idempotent completion on the pushouts category of additive category and the pushouts category of the idempotent completion of additive category.What's more,it shows that the idempotent completion on the pushouts category of abelian category is equivalent to the pushouts category of the idempotent completion of abelian category.

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Available abstract

This paper discusses the relationship between the idempotent completion on the pushouts category of additive category and the pushouts category of the idempotent completion of additive category.What's more,it shows that the idempotent completion on the pushouts category of abelian category is equivalent to the pushouts category of the idempotent completion of abelian category.

Key concepts: Mathematics, Idempotence, Abelian category, Abelian group, Concrete category, Pure mathematics, Combinatorics, Algebra over a field

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