I am currently pursuing my Ph.D. in the Computer Science Department, where I explore challenges related to delinearization within computer algebra systems. Under the mentorship of Dr. Marc Moreno Maza at the Ontario Research Centre for Computer Algebra (ORCCA) Lab, my research tackles the limitations posed by linear memory access patterns in C programs, a critical issue affecting computational efficiency and performance optimization.

My approach combines combinatorial optimization and integer linear programming within the realm of compiler optimization. I specialize in analyzing, transforming, and efficiently scheduling nested loops in computer programs to enhance parallelism and overall computational performance.

Prior to joining my current program in Canada, I earned my master's degree in Advanced Mathematics from the University of Trento, including an enriching year at the University of Warsaw as an Erasmus Exchange Student. My master's thesis, supervised by Dr. Nima Rasekh at the École Polytechnique Fédérale de Lausanne, focused on the foundational study of (∞,1)-categories, specifically examining complete Segal spaces.