I am currently a postdoctoral researcher at KAUST (King Abdullah University of Science and Technology), in the Mean Field Games Group of Diogo Gomes. My research primarily focuses on the analysis of the mean field game PDE system; especially in the degenerate setting of first-order (deterministic), local coupling systems, requiring weak solution notions and corresponding techniques from functional analysis and measure theory. I am also interested in the connection of the mean field game system to the underlying finite-player dynamic game. More broadly, I am fascinated by works that rigorously connect PDEs to underlying particle systems.

I received my PhD in Mathematics from Bilkent University, where I worked in algebraic topology. I completed my undergraduate studies at MIT, majoring in Physics. I also have a long involvement in mathematical olympiads.

I thank everyone who has a share in the contents of this website: family, friends, collaborators, mentors, etc. First and foremost though, all thanks and praise are due to God Almighty.