Overview
In [1] an old question of de Rham about the topological classification of rotations of Euclidean space was largely answered in the affirmative.
Methods of algebraic K-theory were used to study quadratic forms defined over an affine k-algebra in [2] and [4], and to relate their properties to geometric properties of the variety underlying the k-algebra ([3]).
More recently Professor Pardon has studied the algebraic topology and differential geometry of singular spaces ([5], [6], [10]). In …
Current Appointments & Affiliations
Professor Emeritus of Mathematics
·
2020 - Present
Mathematics,
Trinity College of Arts & Sciences
Education, Training & Certifications
Princeton University ·
1974
Ph.D.
University of Michigan, Ann Arbor ·
1969
B.A.