THE HOMEOMORPHIC PROPERTY OF THE STOCHASTIC FLOW GENERATED BYTHE ONE-DEFAULT MODEL IN ONE DIMENSIONAL CASE

IF 0.5 Q3 MATHEMATICS
Fatima Benziadi
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Abstract

In this paper, we will try to study the same result proved in \cite{10}. So, on the same model and with some assumptions, we will study the property of homeomorphism of the stochastic flow generated by the natural model in a one-dimensional case and with some modifications, based on an important theory of Hiroshi Kunita. This is the main motivation of our research.
一维情况下由一默认模型生成的随机流的同胚性质
在本文中,我们将尝试研究\cite{10}中证明的相同结果。因此,在相同的模型和一定的假设下,我们将基于Hiroshi Kunita的一个重要理论,研究一维情况下自然模型产生的随机流的同胚性。这是我们研究的主要动机。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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