Room 440, Astronomy-Mathematics Building, NTU

(台灣大學天文數學館 440室)

Energy Bound for Nahm pole solutions on S3×R+

Ryosuke Takahashi (National Cheng Kung University)

Abstract:

Let M be the moduli space of Nahm pole solutions satisfying the Kapustin-Witten equation defined on M = S^{3}×R^{+}. In this talk, we prove that there exists an universal constant C > 0 such that ∫_{M}|F_{A}|^{2} < C for any (A, φ) ∈M. This is a joint work with Naichung Conan Leung.