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MATHEMATICAL PHYSICS
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Major Graduate Level Research Activities
- General Relativity and Gravitation.
- Group Theoretical Methods in Physics.
- Nonlinear Problems and Integrable Systems.
- Relativistic Cosmological Models.
- Supersymmetry and Supergravity.
Group Members and Field of Interest
- Selcuk Bayın
- Non-singular cosmological models. Constructing a physical model for the dimensional reduction in the early universe and studying the effects on the observable parameters of the universe. Black-hole thermodynamics and its extention to other geometries.
- Sibel Başkal
- Manifestations of the Poincare group and group contractions in optical sciences. Problems in classical field theories such as sigma models, non-abelian gauge fields and general relativity with a particular focus on their symmetry properties.
- Atalay Karasu
- Einstein's equations in higher dimensions. Harmonic mappings. Sigma models. Integrability and symmetries of nonlinear partial differential equations. Generalized symmetries and recursion operators.
- Ayşe Kalkanlı Karasu
- Integrable systems. Symmetries of nonlinear differential equations. Singularity analysis.
- Bahtiyar Özgür Sarıoğlu
- Gravitational theories, superstring theories, integrable systems, electromagnetic duality.
- Bayram Tekin
- Quantum Field Theory,Gravity, Quantum Gravity and String Theory Applications of Quantum Field Theory to Condensed Matter Systems.
Graduate Students
- Ayşe Çağıl, PhD
- Soliton solutions of higher dimensional gravity models
- Hüseyin Dağ, PhD
- Phase transitions in hot non-abelian gauge theories
- Halil Kuyrukçu, PhD
- Higher curvature gravity models
- Çetin Şentürk, PhD
- Colliding plane wave solutions in string theory
- Vedat Tanrıverdi, PhD
- Gribov problem in non-abelian theories
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