Browsing by Academic Advisor Bhargava, Manjul
Showing results 1 to 16 of 16
Class Year | Author(s) | Title | Advisor |
- | Shankar, Arul | The average rank of elliptic curves over number fields | Bhargava, Manjul |
- | Ruth, Samuel | A Bound on The Average Rank of j-Invariant Zero Elliptic Curves | Bhargava, Manjul |
2019 | Tyler, Matt | Cohen-Lenstra sums over \(\mathbb{Z}_p[C_p]\) | Bhargava, Manjul |
2009 | Shnidman, Ariel | Counting Cubic Rings Having a Fixed Lattice Type | Bhargava, Manjul |
- | Miller, Alison Beth | Counting simple knots via arithmetic invariants | Bhargava, Manjul |
2015 | Marinescu, Monica | A Dual Description of Integral Binary Cubic Forms and the Ohno-Nakagawa Identities | Bhargava, Manjul |
2007 | Shen, Jian Y. | Exceptional Lie Groups: Algebraic and Geometric Magic | Bhargava, Manjul |
2005 | Satriano, Matthew | Formal Galois Closures of Degenerate Rings | Bhargava, Manjul |
2015 | Nogues, Isabelle Emmanuella | From automata theory to number theory: p-regularity of p-adic valuations of number theoretic sequences | Bhargava, Manjul |
- | Biesel, Owen Douglass | Galois Closures for Rings | Bhargava, Manjul |
- | Varma, Ila | On local-global compatibility for cuspidal regular algebraic automorphic representations of GLn | Taylor, Richard; Bhargava, Manjul |
- | Gundlach, Fabian Andreas | Parametrizing extensions with fixed Galois group | Bhargava, Manjul |
2016 | Fedel, Nassim Said | The Rank-Stability of Congruent Number Elliptic Curves in Odd-Degree Number Fields and Generalizations of the Monsky Matrix | Bhargava, Manjul |
2013 | Tan, Juanhe | Selmer group calculations for some elliptic curves of the form y2=x3+Dx | Bhargava, Manjul |
- | Harron, Piper Alexis | The Equidistribution of Lattice Shapes of Rings of Integers of Cubic, Quartic, and Quintic Number Fields: An Artist's Rendering | Bhargava, Manjul |
- | Wilson, Kevin Hayes | Three perspectives on n points in P^{n-2} | Bhargava, Manjul |