Gregory Moore, 2012

Gregory W. Moore is an American theoretical physicist who specializes in mathematical physics and string theory. Moore is a professor in the Physics and Astronomy Department of Rutgers University and a member of the University's High Energy Theory group.[1]

Moore's research has focused on: D-branes on Calabi–Yau manifolds and BPS state counting; relations to Borcherds products, automorphic forms, black-hole entropy, and wall-crossing; applications of the theory of automorphic forms to conformal field theory, string compactification, black hole entropy counting, and the AdS/CFT correspondence; potential relation between string theory and number theory; effective low energy supergravity theories in string compactification and the computation of nonperturbative stringy effects in effective supergravities; topological field theories, and applications to invariants of manifolds; string cosmology and string field theory.

Moore won a 2007 Essays on Gravitation Award from the Gravity Research Foundation for his essay, joint with Frederik Denef, How Many Black Holes Fit on the Head of a Pin? [2][3] In 2012 he became a fellow of the American Mathematical Society.[4]

Moore won the 2014 Dannie Heineman Prize for Mathematical Physics "For eminent contributions to mathematical physics with a wide influence in many fields, ranging from string theory to supersymmetric gauge theory, conformal field theory, condensed matter physics and four-manifold theory."[5]

Moore is a member of the Advisory Board for the upcoming Springer's Encyclopedia of Mathematical Physics.[6]


  1. ^ Gregory W. Moore homepage, Physics and Astronomy Department, Rutgers University
  2. ^ Awards and recognition, Rutgers Focus, September 26, 2007. Accessed January 28, 2010
  3. ^ Awards by Year. Gravity Research Foundation. Accessed January 28, 2010
  4. ^ List of Fellows of the American Mathematical Society, retrieved 2013-02-10.
  5. ^ "2014 Dannie Heineman Prize for Mathematical Physics". 
  6. ^ Editorial Board & Advisory Board, Encyclopedia of Mathematical Physics, Springer-Verlag. Accessed January 28, 2010

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