Isadore M. Singer
Affiliations: | Mathematics | University of California, Berkeley, Berkeley, CA, United States |
Area:
Geometry, Partial differential equations, PhysicsWebsite:
https://celebratio.org/Singer_IM/article/651/Google:
"Isadore Singer"Bio:
https://www.genealogy.math.ndsu.nodak.edu/id.php?id=6405
https://celebratio.org/Singer_IM/students/653/
Parents
Sign in to add mentor| Irving E. Segal | grad student | 1950 | Chicago | |
| (Lie Algebras of Unbounded Operators) | ||||
Children
Sign in to add trainee| Lawrence Julian Wallen | grad student | 1967 | MIT |
| David L. Johnson | grad student | 1973-1977 | MIT |
| Daniel Harry Friedan | grad student | 1980 | UC Berkeley (Physics Tree) |
| Nai-Chung C. Leung | grad student | 1993 | MIT |
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Publications
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| Alvarez O, Singer IM. (2011) Beyond the string genus Nuclear Physics B. 850: 349-386 |
| Mathai V, Melrose RB, Singer IM. (2010) The index of projective families of elliptic operators: The decomposable case Asterisque. 328: 1-35 |
| Mathai V, Melrose RB, Singer IM. (2008) Equivariant and fractional index of projective elliptic operators Journal of Differential Geometry. 78: 465-473 |
| Mathai V, Melrose RB, Singer IM. (2006) Fractional analytic index Journal of Differential Geometry. 74: 265-292 |
| Hopkins MJ, Singer IM. (2005) Quadratic functions in geometry, topology, and M-theory Journal of Differential Geometry. 70: 329-452 |
| Baulieu L, Kanno H, Singer IM. (1998) Special quantum field theories in eight and other dimensions Communications in Mathematical Physics. 194: 149-175 |
| Axelrod S, Singer IM. (1994) Chern-Simons perturbation theory. II Journal of Differential Geometry. 39: 173-213 |
| Alvarez O, Singer IM, Windey P. (1992) The supersymmetric σ-model and the geometry of the Weyl-Kač character formula Nuclear Physics, Section B. 373: 647-687 |
| Baulieu L, Singer IM. (1991) Conformally invariant gauge fixed actions for 2-D topological gravity Communications in Mathematical Physics. 135: 253-265 |
| Alvarez O, Singer IM, Windey P. (1990) Quantum mechanics and the geometry of the Weyl character formula Nuclear Physics, Section B. 337: 467-486 |