A universal coefficient theorem for sheaf cohomology

TL;DR

This paper presents a sheaf-theoretic formulation of the universal coefficient theorem, extending classical cohomology results to a more general sheaf context.

Contribution

It introduces a sheaf-theoretic version of the universal coefficient theorem, broadening the applicability of cohomological tools.

Findings

Provides a sheaf-theoretic universal coefficient theorem

Extends classical cohomology results to sheaf cohomology

Lays groundwork for further sheaf-theoretic cohomological research

Abstract

We give a sheaf-theoretic version of the universal coefficient theorem.