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Erratum to ``Number Variance from a probabilistic perspective, infinite systems of independent Brownian motions and symmetric $lpha$-stable processes'

机译:勘误表为“从概率角度看数字方差,独立布朗运动和对称$ alpha $稳定过程的无限系统”

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摘要

In our original paper, we provide an expression for the variance of the counting functions associated with the spatial particle configurations formed by infinite systems of independent symmetric alpha-stable processes. The formula (2.3) of the original paper, is in fact the correct expression for the expected conditional number variance. This is equal to the full variance when L is a positive integer multiple of the parameter a but, in general, the full variance has an additional bounded fluctuating term. The main results of the paper still hold for the full variance itself, although some of the proofs require modification in order to incorporate this change.
机译:在我们的原始论文中,我们提供了与由独立对称α稳定过程的无限系统形成的空间粒子构型相关的计数函数方差的表达式。原始论文的公式(2.3)实际上是预期条件数方差的正确表达式。当L是参数a的正整数倍时,这等于完全方差,但是通常,完全方差具有附加的有界波动项。本文的主要结果仍然适用于完全方差本身,尽管某些证明需要修改才能纳入此更改。

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