معرفی
David Harbater is the Christopher H. Browne Distinguished Professor of Mathematics at the University of Pennsylvania's School of Arts and Sciences, within the Department of Mathematics. His research focuses on Modern Galois theory, algebraic geometry, arithmetic geometry, and related areas of algebra. He holds the rank of Professor and is based in the David Rittenhouse Laboratory (DRL 4E2A).
Harbater has taught a wide range of courses, from undergraduate linear algebra (Math 314) to advanced graduate topics in algebraic geometry (Math 625), quadratic forms (Math 720), and number theory (Math 621). His teaching reflects expertise in abstract algebra, Galois theory, and their applications in arithmetic and geometry.
His research interests emphasize Galois theory, differential Galois groups, local-global principles over semiglobal fields, and cohomology. Recent work explores these themes through articles on differential equations, algebraic structures, and arithmetic geometry.
Harbater has contributed to foundational topics like patching methods in algebra and cohomological analysis, advancing our understanding of field invariants and algebraic varieties. His courses and publications underscore a commitment to theoretical depth and pedagogical rigor in mathematics.
