Representation by ternary quadratic forms.

Lemke Oliver, Robert J.


  • The problem of determining when an integral quadratic form represents every positive integer has received much attention in recent years, culminating in the 15 and 290 Theorems of Bhargava-Conway-Schneeberger and Bhargava-Hanke. For ternary quadratic forms, there are always local obstructions, but one may ask whether there are ternary quadratic forms which represent every locally represented integer. ... read more
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  • Lemke Oliver, Robert J. "Representation by Ternary Quadratic Forms." Bulletin of the London Mathematical Society 46, no. 6 (September 10, 2014): 1237-1247. doi:10.1112/blms/bdu078.
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