Title: Laurent Expansion for Differential Complexes
Authors: Azal J. Mera, Mohammed A. Akraa, Zahir.D.AL-Nafie,
Volume: 8
Issue: 8
Pages: 126-128
Publication Date: 2024/08/28
Abstract:
The powerful tool is Laurent series for the study of local behavior of functions around singularities. In the context of differential complexes, Laurent expansions provide a method to represent solutions of differential equations with constant coefficients as series.Therefor, this paper shade a light explores the foundational concepts of Laurent expansions in the study of differential complexes