معرفی
George Grossman is an Associate Professor in the Department of Mathematics at Central Michigan University. He holds a Ph.D. (1986), M.S. (1982), and B.A. (1980) from the University of Windsor and York University, respectively. His research focuses on Algebra, Number Theory, Numerical Analysis, and Fluid Dynamics, with notable contributions to combinatorial identities, recurrence relations, and Fibonacci sequence applications.
Key research interests include approximations of π, Diophantine equations, and fractal constructions using Fibonacci sequences. He has authored over 20 peer-reviewed articles in journals like the Journal of Integer Sequences and Fibonacci Quarterly. Grossman received a Summer Fellowship for Research at Central Michigan University (1993-1994) and chaired a session at the AMAT 2008 conference. He teaches courses in Calculus, Numerical Analysis, and Math History.
His work bridges theoretical mathematics with applied numerical methods, emphasizing interdisciplinary approaches to problems in discrete mathematics and geometric analysis. Collaborations include studies on polynomial zeros and fluid dynamics models. Grossman maintains an active research website and contributes to professional organizations like the Fibonacci Association.
