Fast-learning mathematical researcher, thriving in competitive environments to forge scientific breakthroughs.
The mathematical mind for your most challenging research.
As a highly motivated and results-driven PhD in Mathematics, my research primarily focuses on the model theory of valued fields and algebraic hyperstructures (hyperfields, polygroups), delving into the foundational aspects of mathematical logic and valuation theory.
My doctoral dissertation explored the intricate connections between these fields, leading to impactful publications in esteemed journals such as Journal of Algebra and Israel Journal of Mathematics.
I possess a deep understanding of constructive logic, proof theory, and category theory, with a keen interest in the computational interpretation of logical principles, including the Curry-Howard correspondence.
I am passionate about exploring logic as a bridge between foundational mathematics and computational applications, including its relevance to AI foundations and theoretical aspects of quantum logic.
Beyond my research, I have substantial experience in academic teaching, having led and taught various mathematics and IT courses at the university level. I am adept at fostering collaborative research environments, as evidenced by my active role in a research group and co-mentoring of master students.
I am actively seeking opportunities where I can leverage my analytical acumen, theoretical expertise, and problem-solving skills to contribute to cutting-edge research in mathematical logic, foundations of AI, theoretical computer science, or related interdisciplinary fields.