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中文摘要：
概率论中若干收敛概念的度量化方法的研究为采用拓扑学和泛函分析中的结果研究各种收敛概念问题提供了可能。这种方法对于学生在更深层次上理解收敛概念也颇有助益。
英文摘要：
Study on metrization of several convergence concepts in probability theory makes it possible that the outcomes from topological and functional analysis are made use of to investigate all kinds of convergence concepts. Metrization can be such a solution which is very helpful for students’ understanding of convergence concepts on a deeper level.
同期刊论文项目
同项目期刊论文
MINIMIZING UPPER BOUND OF RUIN PROBABILITY UNDER DISCRETE RISK MODEL WITH MARKOV CHAIN INTEREST RATE
On the distributions of first exit time for Brownian motion with double linear time-dependent barrie
OPTIMAL ASSET CONTROL OF A GEOMETRIC BROWNIAN MOTION WITH THE TRANSACTION COSTS AND BANKRUPTCY PERMI
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