Chemistry Seminar - Synthesis and Luminescence of Bis(di-tert-butylphenanthroline) Cu(I): a complex with unique reactivity and applications in solar cells
Green Careers Panel Discussion
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Jacob Goodman
Math
Biography:
Research
Research Interests:
Geometry/Topology: discrete geometry Applied/Computational Mathematics: discrete and computational geometry
Description:
After my initial work in algebraic geometry, I have been working in discrete geometry since 1978, and -- along with Richard Pollack of the Courant Institute -- have molded the field that we call discrete and computational geometry and that many mathematicians and theoretical computer scientists now identify as their primary field of interest.
We have done this through our many joint papers and books, as well as through conferences we have organized under the auspices of the American Mathematical Society, the Oberwolfach Research Institute, DIMACS, and MSRI, and through the journal 'Discrete & Computational Geometry' that we created in 1985 and that we continue to edit for Springer-Verlag. Along with Joseph O'Rourke, I am also responsible for the 1500-page 'Handbook of Discrete and Computational Geometry,' whose second edition is about to appear.
My current research is largely in geometric transversal theory, and involves generalizations of Helly's theorem and its relatives to higher- dimensional transversals to convex sets and their generalizations.
