معرفی
Christopher Frei is an Associate Professor at the Institute of Analysis and Number Theory, Graz University of Technology. His research lies at the intersection of arithmetic geometry and analytic and algebraic number theory.
Research Trends: His recent work focuses on the distribution of genus numbers in abelian fields, ℓ-torsion bounds in class groups, and rational points on algebraic varieties. He explores arithmetic progressions in quadratic forms, abelian extensions with norm constraints, and applications of o-minimality to Manin's conjecture.
Publications: A prolific contributor to number theory, Frei's 15 most recent articles span topics from prime constellations to divisor sums and rational points on cubic surfaces. His collaborations with researchers like Loughran, Newton, and Sofos highlight interdisciplinary approaches combining algebra, analysis, and geometry.
Teaching & Outreach: He holds teaching authorization in mathematics at TU Graz and participates in seminars like the Graz-ISTA Number Theory Days.
