Ahmadreza Marandi achieved his Bachelor’s degree in Applied Mathematics at the University of Tehran in June 2012. In the same year, he got admission to continue his studies as a graduate student and awarded his Master's degree in Applied Mathematics at the same university after defending his thesis "Neural Networks Modeling for Solving Nonlinear Programming Problems" in June 2014. In August 2014, he started his Ph.D., which was partially funded by Marie Curie Initial Training Network MINO grant. Also during his Ph.D., he worked as an intern in ORTEC for six months. He got his Ph.D. degree in December 2017 by defending his thesis "Aspects of Quadratic Optimization: Nonconvexity, Uncertainty, and Applications".

He is now conducting research on both theoretical and numerical optimization. His focus is on dealing with difficulties in decision making including nonlinear dependencies as well as uncertainties. He also focuses on Supply Chain Management problems. 

John von Neumann said, "If people do not believe that mathematics is simple, it is only because they do not realize how complicated life is."

So, we should use mathematical tools to overcome complex real-life problems. I am focusing on Mathematical Optimization to model complex real-life decision-making problems.