CORDIS Project
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Dr. Coskunuzer's project focuses on advancing the understanding of minimal surfaces and geometric topology in hyperbolic space. It addresses five key problems, including the Universal Cover Conjecture and the behavior of least area planes, aiming to enhance theoretical knowledge with potential applications in geometry.
Dr.
Coskunuzer will undertake research in Differential Geometry and Geometric Topology.
He will investigate the problems in minimal surface theory in hyperbolic space by using topological techniques.
There are five main problems in the project.
PROBLEM 1: (Universal Cover Conjecture) The first one is a famous classical 3-manifold topology problem, namely The Universal Cover Conjecture.
The Conjecture asserts that the universal cover of any irreducible 3-manifold with infinite fundamental group i…
KOC UNIVERSITY
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