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文献信息
This interdisciplinary journal is devoted to publishing high quality papers in modeling, analyzing, quantifying and predicting stochastic phenomena in science and engineering from a dynamical system's point of view. Papers can be about theory, experiments, algorithms, numerical simulation and applications. Papers studying the dynamics of stochastic phenomena by means of random or stochastic ordinary, partial or functional differential equations or random mappings are particularly welcome, and so are studies of stochasticity in deterministic systems.
Differential EquationsRandom Dynamical SystemsExistence and UniquenessFractional Brownian MotionStochastic Differential EquationEquations DrivenBrownian MotionRandom Dynamical SystemRandom AttractorsCentral Limit TheoremStochastic Partial Differential EquationMalliavin CalculusEvolution EquationsLarge Deviation PrincipleExistence and Uniqueness of SolutionsDynamical SystemAveraging PrincipleLevy NoiseHurst ParameterStochastic Evolution Equation
vol.25 (2025)
vol.24 (2024)
vol.23 (2023)
vol.22 (2022)
vol.21 (2021)
vol.20 (2020)
vol.19 (2019)
vol.18 (2018)
vol.17 (2017)
vol.16 (2016)
vol.15 (2015)
vol.14 (2014)
vol.13 (2013)
vol.12 (2012)
vol.11 (2011)
vol.10 (2010)
vol.9 (2009)
vol.8 (2008)
vol.7 (2007)
vol.6 (2006)
vol.5 (2005)