Equivariant Minimal Surfaces in Symmetric Spaces via Higgs Bundles - Lecture 2

Explore the intricacies of equivariant minimal surfaces in symmetric spaces through the lens of Higgs bundles in this second lecture by John Loftin. Delve into advanced mathematical concepts as part of a comprehensive discussion meeting on Zero Mean Curvature surfaces. Gain insights into cutting-edge research in this field, which encompasses minimal surfaces in R3, maximal surfaces in Lorentz-Minkowski space, and ZMC surfaces in hyperbolic spaces. Engage with leading experts, participate in mini-courses designed for early-career researchers, and contribute to open discussions aimed at fostering collaboration. Ideal for Ph.D. students, postdocs, and faculty working in related areas, this lecture is part of a five-day event organized by the International Centre for Theoretical Sciences, promoting an inclusive environment for diverse participants.

Equivariant Minimal Surfaces in the Symmetric Spaces via Higgs Bundles (Lecture 2) by John Loftin