Dr. Pasarescu Ovidiu | Algebraic Geometry | Best Researcher Award
Senior Researcher | Institute of Mathematics of the Romanian Academy | Romania
Dr. Ovidiu Florin Păsărescu is a Principal Researcher at the “Simion Stoilow” Institute of Mathematics of the Romanian Academy (IMAR), whose expertise spans Algebraic Geometry, Non-Standard Analysis, and Mathematical Neuroscience. He earned his Ph.D. in Mathematics from the University of Bucharest with a dissertation on discrete and continuous invariants and classification problems in Algebraic Geometry, following a Master’s and Bachelor’s in Mathematics from the same institution with specialization in Algebraic Geometry. Over an illustrious academic and research career, he has held visiting and research positions at globally recognized institutions, including the University of Tokyo, Colorado State University, the University of Iowa, the Australian National University, and the Mathematical Sciences Research Institute (MSRI) in Berkeley. His scholarly contributions have advanced the intersections of algebraic geometry, model theory, commutative and non-commutative geometry, and their emerging applications in artificial intelligence and neuroscience, as reflected in his co-authored works such as Applications of Non-Standard Analysis in Topoi to Mathematical Neurosciences and Artificial Intelligence and Unification Theories: Means and Generalized Euler Formulas. Dr. Păsărescu has served as a reviewer for Mathematical Reviews and Zentralblatt für Mathematik, organized international schools and seminars on characteristic p methods and birational geometry, and mentored students who have gone on to distinguished academic careers. His leadership in European research networks such as EUROPROJ and EAGER strengthened international collaborations in algebraic and projective geometry. Recognized with prestigious honors including the Fulbright Scholar Fellowship (USA), JSPS Fellowship (Japan), and the Global Center of Excellence (GCOE) grant, he continues to contribute significantly to theoretical and applied mathematics, uniting rigorous algebraic structures with cognitive and computational models in the emerging landscape of mathematical neuroscience and artificial intelligence
Featured Publications
1. Badea, I., Mocanu, C., Nichita, F., & Păsărescu, O. (2021). Applications of Non-Standard Analysis in Topoi to Mathematical Neurosciences and Artificial Intelligence: Infons, Energons, Receptons (I). Mathematics, 9(17).
2. Iordanescu, R., Nichita, F. F., & Păsărescu, O. (2020). Unification Theories: Means and Generalized Euler Formulas. Axioms, 9(4).
3. Păsărescu, O. (2020, August 3). Applications of Non-Standard Analysis in Topoi to Mathematical Neuroscience and Artificial Intelligence: Infons, Energons, Receptons (I). Preprints, Version 2.
4. Păsărescu, O. (2020, January 11). Applications of Non-Standard Analysis in Topoi to Mathematical Neuroscience and Artificial Intelligence: I. Mathematical Neuroscience. Preprints, Version 1.
5. Păsărescu, O. (2011, January 3). Curves on Rational Surfaces with Hyperelliptic Hyperplane Sections.