Remarks on some conditional generalized Borel-Cantelli lemmas
B.L.S. Prakasa Rao
TL;DR
This paper explores advanced versions of the Borel-Cantelli lemmas under conditional settings, providing insights into their quantitative aspects and extending existing probabilistic results.
Contribution
It introduces new conditional generalized Borel-Cantelli lemmas and investigates their quantitative properties, building on prior work by Arthan and Oliva.
Findings
New conditional generalized Borel-Cantelli lemmas established
Quantitative versions of these lemmas analyzed
Extensions of classical probabilistic results provided
Abstract
We discuss some conditional generalized Borel-Cantelli lemmas and investigate their quantitative versions following the ideas of Arthan and Oliva (arXiv: 2012.09942).
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Taxonomy
TopicsMathematical Dynamics and Fractals · Advanced Topology and Set Theory · Functional Equations Stability Results