Publications
Publications
- 2009
- INTEGERS: Electronic Journal of Combinatorial Number Theory
On Universal Binary Hermitian Forms
Abstract
Earnest and Khosravani, Iwabuchi, and Kim and Park recently gave a complete classification of the universal binary Hermitian forms. We give a unified proof of the universalities of these Hermitian forms, relying upon Ramanujan's list of universal quadratic forms and the Bhargava-Hanke 290-Theorem. Our methods bypass the ad hoc arguments required in the original classification.
Keywords
Citation
Kominers, Scott Duke. "On Universal Binary Hermitian Forms." A02. INTEGERS: Electronic Journal of Combinatorial Number Theory 9 (2009): 9–15.