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MATHEMATICAL PHYSICS

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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