معرفی
Elizabeth A. Arnold is a Professor of Pure Mathematics and Mathematics Education at James Madison University (JMU), serving as Chair of Pure Mathematics since 2004. She holds a PhD in Algebra from the University of Maryland (2000), an MEd in Curriculum and Instruction from George Mason University (1994), and a BA in Government from Georgetown University (1989).
Research Interests: Focuses on Groebner Bases, algorithm design, and the mathematics behind Sudoku puzzles. Her work bridges abstract algebra with recreational mathematics, including studies on Sudoku symmetry groups and polynomial system representations.
Teaching: Teaches advanced courses such as Abstract Algebra I/II, Linear Algebra, and Geometry. Develops LaTeX-based curricula for mathematics education, emphasizing hands-on projects and collaborative learning.
Publications: Authored notable papers including Groebner Basis Representation of Sudoku (2010) and Minimal Complete Shidoku Symmetry Groups (2013). Research spans symbolic computation, combinatorial mathematics, and educational pedagogy.
Affiliations: Member of the American Mathematical Society (AMS), Mathematical Association of America (MAA), and Association for Women in Mathematics (AWM).
