معرفی
James E. West is a Professor in the Department of Mathematics at Cornell University, affiliated with the College of Arts and Sciences. He holds a Ph.D. from Louisiana State University (1967). His research focuses on geometric topology, infinite-dimensional topology, and the symmetries of manifolds, particularly exploring Hilbert cube manifolds, function spaces, and equivariant homeomorphisms. He has contributed to understanding stabilization processes in topology and the interplay between finite and infinite-dimensional structures.
His teaching includes advanced courses such as MATH 4500 (Matrix Groups), MATH 4900 (Supervised Research), and MATH 4901 (Supervised Reading), alongside foundational courses like MATH 2220 (Multivariable Calculus). His work bridges pure mathematics with applications in transformation groups and representation theory.
West has published extensively on topics including fixed point sets, compact group actions, and fibration theory. His research emphasizes the control of homeomorphism theories and the classification of topological spaces with complex symmetries.
