Minimal Submanifolds of the Classical Compact Riemannian Symmetric Spaces
Minimal submanifolds constitute a central area within the realm of differential geometry, due to their many applications in various branches of physics. An illustrative example is found in the behavior of soap films, which in striving to balance pressure, naturally assume surfaces characterised by zero mean curvature. In this thesis we will employ a recent result of S. Gudmundsson and T.J. Munn t
