I am a postdoctoral researcher at the Department of Physics Engineering, Ankara University and a researcher at the Turkish Accelerator and Radiation Laboratory with interests in contributions to quantum entanglement theories, quantum information theories and optics, quantum computing and foundations of quantum mechanics.

The state of quantum mechanical composite systems consisting of two or more discrete subsystems can be described as a tensor product of discrete states. Some physical/quantum mechanical states of the composite system cannot be written as product states. States that cannot be expressed as a tensor product of pure states of subsystems are called quantum mechanical pure entangled states. Quantum entanglement, which has no classical manifestation, together with superposition, the most important phenomenon in quantum mechanics, forms the basis of new quantum technologies. Moreover, geometric phases are classical/quantum mechanical effects that arise based on the geometric phenomenon of anholonomy with the applications, from condensed matter physics to optics, from particle physics to quantum memory experiments. Most of my current research is concerned with investigating the applications of quantum entanglement and geometric phases in the context of quantum information theories, quantum computing, and the foundations of quantum mechanics in order to better understand these two phenomena that appear to have a common origin.