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ASYMPTOTIC DISTRIBUTION OF CLASSES OF POSITIVE BINARY QUADRATIC FORMS WITH CONDITIONS OF DIVISIBILITY OF COEFFICIENTS

机译:具有系数可除条件的一类二元二次型的渐近分布。

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摘要

Asymptotic formulas for the number of classes of positive binary quadratic forms with conditions of divisibility of extreme coefficients are obtained by the discrete ergodic method. 1. The aim of this paper is to develop Yu. V. Linnik's investigation [1,2] of asymptotic computation of the number of classes of positive binary forms with the condition of divisibility of coefficients in connection with applications of the discrete ergodic method extended by Linnik to arithmetic forms.
机译:通过离散遍历方法,得到了具有极限系数可除性的正二元二次形式的类数的渐近公式。 1.本文的目的是开发Yu。 V. Linnik对正二元形式的类别数进行渐进计算的研究[1,2],结合Linnik将离散遍历方法应用于算术形式的系数可除的条件。

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