论文标题
$ p $ - 二次形式价值商的密度的注释
A note on $p$-adic denseness of quotients of values of quadratic forms
论文作者
论文摘要
Donnay，Garcia和Rouse分类的非二次表格$ Q $，具有积分系数和质数$ P $，以使整数参数获得的$ Q $的商集在$ p $ - addic-adic-Adic数字的领域密集。本说明的目的是给出此分类的另一个证明。
Donnay, Garcia and Rouse classified nonsingular quadratic forms $Q$ with integral coefficients and prime numbers $p$ such that the set of quotients of values of $Q$ attained for integer arguments is dense in the field of $p$-adic numbers. The aim of this note is to give another proof of this classification.
