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What is Constant Curved Holomorphic 2-Spheres about?

This document provides a classification of holomorphic 2-spheres with constant Gaussian curvature immersed in the complex Grassmann manifold G(2,4). It begins with some preliminary definitions and results regarding constant curved holomorphic spheres. The main result is Theorem A, which gives four cases of holomorphic immersions from S2 to G(2,4) with different constant curvatures. The proof of Theorem A is then provided.

Author

mehmoodurrehman1993

Language

EN