论文标题
随机对角线形式的值的相关性
Correlations of values of random diagonal forms
论文作者
论文摘要
我们研究了K变量中对角线形式的价值分布，并以随机的真实系数和正整数变量为正归归于k变量，并将其归一化，因此平均间距是一个。我们表明，当k足够大，取决于l和d时，几乎所有这些形式的L相关都是泊松人。
We study the value distribution of diagonal forms in k variables and degree d with random real coefficients and positive integer variables, normalized so that mean spacing is one. We show that the l-correlation of almost all such forms is Poissonian when k is large enough depending on l and d.
