My primary research interests are in Geometry, in particular, the characterization and classification of hypersurfaces in real and complex space forms. I have taught a wide range of Mathematics and Computer Science courses over many years and am the author of an undergraduate textbook Euclidean a...
My primary research interests are in Geometry, in particular, the characterization and classification of hypersurfaces in real and complex space forms. I have taught a wide range of Mathematics and Computer Science courses over many years and am the author of an undergraduate textbook Euclidean and non-Euclidean Geometry, An Analytic Approach published by Cambridge University Press.
Recently, I have worked with Prof. Thomas Ivey of the College of Charleston on applying the theory of Exterior Differential Systems to classification of hypersurfaces. I have also done some work on string processing algorithms with my colleague Prof. W.F. Smyth, with particular emphasis on applications to computational geometry.
In my role as Professor Emeritus, I teach a course occasionally -- most recently Computer Science 3DA3, Data Structures and Algorithms and Mathematics 1B03, Linear Algebra I.