Abstarct An effective estimate for the measure of the set of real numbers for which the inequality |P(x)|<Q-w for $w > {3 \over 2}n + 1$ has a solution in integral polynomials P of degree n and of height H(P) at most $Q \in {\rm{\mathbb N}}$ is obtained.

中文翻译：

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一组实数测量的定量估计

摘要 对不等式的实数集的度量的有效估计 |磷(X)|<问-w为了 $w > {3 \over 2}n + 1$ 有一个积分多项式的解磷学位n和身高H(磷） 最多 $Q \in {\rm{\mathbb N}}$ 获得。