2 papers
math.NT2025
Quantitative strong approximation for ternary quadratic forms III
Zhizhong Huang
We prove asymptotic formulas for counting (primitive) integral points with local conditions on the (punctured) affine cone defined by a non-singular integral ternary quadratic form…
math.NT2025
Quantitative strong approximation for quaternary quadratic forms
Zhizhong Huang, Damaris Schindler, Alec Shute
The purpose of this article is twofold. On the one hand, we prove asymptotic formulas for the quantitative distribution of rational points on any smooth non-split projective quadra…