Overview

In """"The Yang-Mills equations over Riemann surfaces"""", Atiyah and Bott studied Yang-Mills functional over a Riemann surface from the point of view of Morse theory. In """"Yang-Mills Connections on Nonorientable Surfaces"""", the authors study Yang-Mills functional on the space of connections on a principal $G_{\mathbb{R}}$-bundle over a closed, connected, nonorientable surface, where $G {\mathbb{R}}$ is any compact connected Lie group. In this monograph, the authors generalize the discussion in """"The Yang-Mills equations over Riemann surfaces"""" and """"Yang-Mills Connections on Nonorientable Surfaces"""". They obtain explicit descriptions of equivariant Morse stratification of Yang-Mills functional on orientable and nonorientable surfaces for non-unitary classical groups $SO(n)$ and $Sp(n)$.

Full Product Details

9780821844915

Table of Contents

Reviews

Author Information

Tab Content 6

Customer Reviews

Recent Reviews

Countries Available