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This is a Quantitative Study study.

October 2, 2025Open Access

Smooth linearization of contractive random dynamical systems in continuous time

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Equivalent dynamics were established for uniformly exponentially stable random dynamical systems.
C^m conjugacy was used to show the connection between the dynamics of these systems.
This finding applies to both random differential equations and certain random dynamical systems.
The study highlights the importance of smooth linearization in analyzing stability and system behavior.

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The research demonstrates equivalent dynamics through C^m conjugacy in exponentially stable random dynamical systems.

Iryna Vasylieva (2025) studied this question.

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