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This work is to study certain geometric aspects of the theory of almost (pseudo-) Hermitian structures on four-manifolds that are harmonic sections or harmonic maps or a minimal isometric imbedding from the manifold into its twistor space. We have concentrated on three basic classes in the Gray-Hervella classification such as Kahler manifolds, Almost Kahler manifolds and Hermitian Manifolds.

Produktbeschreibung
This work is to study certain geometric aspects of the theory of almost (pseudo-) Hermitian structures on four-manifolds that are harmonic sections or harmonic maps or a minimal isometric imbedding from the manifold into its twistor space. We have concentrated on three basic classes in the Gray-Hervella classification such as Kahler manifolds, Almost Kahler manifolds and Hermitian Manifolds.
Autorenporträt
PhD in Mathematics: Abdus Salam School of Mathematical Sciences GCU Lahore, under the supervision of Prof. Dr. Johann Davidov (Bulgaria). Teaching Experience: Teaching in Division of Science and Technology at University of Education Lahore.