معرفی
Dr. Jan Stienstra is an Assistant Professor at the Mathematical Institute, Utrecht University, Faculty of Science. His work lies at the intersection of Algebraic Geometry, Number Theory, and Mathematical Physics, with a focus on Mirror Symmetry, Hypergeometric Functions, and Calabi-Yau Varieties.
Research Interests
- Algebraic Geometry and Motives
- Mirror Symmetry and String Theory
- Hypergeometric Systems and Quivers
- Dimer Models and Mahler Measure
- Crystalline Cohomology and Dessins d'Enfants
His recent publications (2006-2018) analyze connections between mirror symmetry, dimer models, hypergeometric systems, and algebraic cycles, with applications to string theory and arithmetic geometry. Earlier works (1975-2001) explore K-theory, Picard-Fuchs equations, and modular forms.
Professional Activities
- Member, Royal Dutch Mathematical Society (Wiskundig Genootschap) since 1996
- Invited speaker at international workshops on Mirror Symmetry (2002, 2011) and Calabi-Yau manifolds (2010, 2011)
- Contributor to conferences on algebraic geometry and physics (1997-2011)
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