Equivariant Minimal Surfaces in Symmetric Spaces via Higgs Bundles - Lecture 1

Explore the intricacies of equivariant minimal surfaces in symmetric spaces through the lens of Higgs bundles in this first lecture by John Loftin. Part of a discussion meeting on Zero Mean Curvature surfaces, delve into the fascinating world of minimal surfaces, maximal surfaces, and their applications in various geometric spaces. Gain insights from leading experts in the field, with a focus on recent developments and methodologies. Designed for Ph.D. students, postdocs, and faculty working in related areas, this lecture offers a unique opportunity to engage with cutting-edge research and foster potential collaborations. Benefit from introductory mini-courses, research talks, and open discussions that aim to inspire and advance knowledge in this vibrant area of mathematics.

Equivariant Minimal Surfaces in the Symmetric Spaces via Higgs Bundles (Lecture 1) by John Loftin