Edray Herber Goins
Edray Herber Goins (born June 29, 1972, Los Angeles) is an American mathematician. He specializes in number theory and algebraic geometry. His interests include Selmer groups for elliptic curves using class groups of number fields, Belyi maps and Dessin d'enfants.
Edray H. Goins | |
|---|---|
| Born | June 29, 1972 Los Angeles |
| Alma mater | California Institute of Technology Stanford University |
| Scientific career | |
| Fields | Mathematics |
| Institutions | Pomona College Purdue University |
| Thesis | Elliptic curves and icosahedral Galois representations (1999) |
| Doctoral advisors | Daniel Bump Karl Rubin |
| Doctoral students | Alexander J. Barrios, Tyler Billingsley, Jacob Bond, Kevin Mugo, and James Weigandt |
| Website | www |
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