Amrutiya, SanjaySanjayAmrutiyaJaiswal, AyushAyushJaiswal2025-08-312025-08-312025-06-0110.1216/rmj.2025.55.6192-s2.0-105009940888http://repository.iitgn.ac.in/handle/IITG2025/28105We study the gauge-theoretic aspects of real and quaternionic parabolic bundles over a real curve (X, σ<inf>X</inf>), where X is a compact Riemann surface and σ<inf>X</inf> is an anti-holomorphic involution. For a fixed real or quaternionic structure on a smooth parabolic bundle, we examine the orbits space of real or quaternionic connections under the appropriate gauge group. The corresponding gauge-theoretic quotients sit inside the real points of the moduli of holomorphic parabolic bundles having a fixed parabolic type on a compact Riemann surface X.falsemoduli space | quaternionic parabolic bundle | real parabolic bundleArticle19453795619-635June 202500WOS:001537957100002