A Generalization of Injective and Projective Complexes

TL;DR

This paper introduces a broad generalization of injective and projective complexes, expanding the theoretical framework within homological algebra.

Contribution

It presents a novel unified approach to generalize injective and projective complexes, enhancing the understanding of their properties and relationships.

Findings

New class of complexes unifying injective and projective properties

Extended theoretical framework for homological algebra

Potential applications in derived categories and algebraic geometry

Abstract

In this paper we give a generalization of injective and projective complexes.