Bubbling phenomenon for Hermitian Yang-Mills connections

Abstract

We construct local examples of singular Hermitian Yang-Mills connections over $B_1\subset {\mathbb{C}}^3$ with uniformly bounded $L^2$-energy, but the number of essential singular points can be arbitrarily large.

References in corpus (2)

• Analytic tangent cones of admissible Hermitian-Yang-Mills connections
• Removability of a codimension four singular set for solutions of a yang mills higgs equation with small energy