The paper continues the study of asymptotic independence of random elements, which was started by the author and Y. Davydov (2019). In the first part, some new general facts about asymptotic independence are proved. In the second part, the case when the random elements belong to the space of sequences and the case when the joint distributions are Gaussian is considered.
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机译:该论文继续研究由作者和 Y. Davydov (2019) 开始的随机元素渐近独立性。在第一部分中,证明了一些关于渐近独立性的新的一般事实。在第二部分中,考虑了随机元素属于序列空间的情况和联合分布为高斯的情况。
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