معرفی
Andrea M. Heald is a part-time Lecturer in the Department of Mathematics at the University of Washington. He holds a PhD in Mathematics from the University of Virginia (2013) and a BS in Mathematics from Harvey Mudd College (2007). His research focuses on algebraic groups, algebraic number theory, and arithmetic groups, with a particular emphasis on bounded generation properties in S-arithmetic groups. He has contributed to collaborative research projects, including work on S-arithmetic groups and metacyclic group representations.
Education:
- PhD in Mathematics, University of Virginia, 2013
- BS in Mathematics, Harvey Mudd College, 2007
Research Interests: Dr. Heald’s research explores advanced topics in algebra and number theory, including the structure of algebraic groups, arithmetic groups, and their properties such as bounded generation. His work often intersects with abstract algebra and group theory, addressing theoretical questions like counter-examples to conjectures in number theory and the application of algebraic techniques to understand complex mathematical systems.
Teaching & Advising: He has taught a wide range of courses at the University of Washington, including Real Analysis, Differential Equations, Linear Algebra, and Number Theory. His teaching spans both undergraduate and graduate levels, reflecting his expertise in foundational and advanced mathematical topics. No formal advisees are listed.
Labs/Teams: While no formal academic labs are mentioned, his creative work combines mathematics with crochet, showcasing mathematical patterns in art. Examples include Fibonacci-based trivets and geometrically inspired scarves, exhibited at Joint Mathematics Meetings.
