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Faculty of Science and Tech...
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Research outside affiliate...
11
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WU Jianglun
13
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Journal article
13
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2025
1
2023
4
2022
5
2021
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2020
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英语English
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Averaging principle
9
Fractional Brownian motion
4
Stochastic averaging princi...
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Distribution dependent stoc...
3
Lévy noise
2
variable delays
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Applied Mathematics Letters
6
Applied Mathematics and Opt...
2
Acta Mathematica Scientia
1
Communications in Mathemati...
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Averaging principle for reflected stochastic evolution equations
Journal article
Applied Mathematics Letters,2025, volume: 160
Authors:
Tian, Yifan
;
Wu, JiangLun
;
Yin, Xiuwei
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Submit date:2025/03/10
Averaging principle
Reflected stochastic evolution equations
Time discretization
On a Class of Distribution Dependent Stochastic Differential Equations Driven by Time-Changed Brownian Motions
Journal article
Applied Mathematics and Optimization,2023, volume: 88, issue: 2
Authors:
Shen, Guangjun
;
Zhang, Tingting
;
Song, Jie
;
Wu, Jianglun
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View/Download:3/0
  |  
Submit date:2023/12/20
Averaging principle
Distribution dependent stochastic differential equations
Stability
Time-changed Brownian motions
A Strong Averaging Principle Rate for Two-Time-Scale Coupled Forward–Backward Stochastic Differential Equations Driven by Fractional Brownian Motion
Journal article
Applied Mathematics and Optimization,2023, volume: 88, issue: 2
Authors:
Xu, Jie
;
Lian, Qiqi
;
Wu, Jianglun
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View/Download:4/0
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Submit date:2023/12/20
Convergence rate
Fast–slow forward–backward stochastic differential equations
Fractional Brownian motion
Stochastic averaging principle
Stochastic averaging principle for multi-valued McKean–Vlasov stochastic differential equations
Journal article
Applied Mathematics Letters,2023, volume: 141
Authors:
Shen, Guangjun
;
Xiang, Jie
;
Wu, Jianglun
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Submit date:2023/05/30
Multi-valued McKean–Vlasov stochastic differential equations
Stochastic averaging principle
Stochastic Averaging Principle for Two-Time-Scale SDEs with Distribution-Dependent Coefficients Driven by Fractional Brownian Motion
Journal article
Communications in Mathematics and Statistics,2023
Authors:
Shen, Guangjun
;
Yin, Jiayuan
;
Wu, Jianglun
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Submit date:2023/12/20
Averaging principle
Fast–slow systems
Fractional Brownian motion
Standard Brownian motion
Two-time-scale stochastic differential delay equations driven by multiplicative fractional Brownian noise: Averaging principle
Journal article
Journal of Mathematical Analysis and Applications,2022, volume: 510, issue: 2
Authors:
Han, Min
;
Xu, Yong
;
Pei, Bin
;
Wu, Jianglun
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Submit date:2023/05/30
Averaging principle
Multiplicative fractional Brownian noise
Stochastic differential delay equations
Two-time-scale
Averaging principle for distribution dependent stochastic differential equations driven by fractional Brownian motion and standard Brownian motion
Journal article
Journal of Differential Equations,2022, volume: 321, pages: 381-414
Authors:
Shen, Guangjun
;
Xiang, Jie
;
Wu, Jianglun
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Submit date:2023/05/30
Distribution dependent stochastic differential equations
Fractional Brownian motion
Stochastic averaging principle
An averaging principle for neutral stochastic fractional order differential equations with variable delays driven by Lévy noise
Journal article
Stochastics and Dynamics,2022, volume: 22, issue: 4
Authors:
Shen, Guangjun
;
Wu, Jianglun
;
Xiao, Ruidong
;
Yin, Xiuwei
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Submit date:2023/05/30
Averaging principle
fractional derivative
Lévy noise
variable delays
An Averaging Principle for Stochastic Differential Delay Equations Driven by Time-Changed Lévy Noise
Journal article
Acta Mathematica Scientia,2022, volume: 42, issue: 2, pages: 540-550
Authors:
Shen, Guangjun
;
Xu, Wentao
;
Wu, Jianglun
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Submit date:2023/05/30
34C29
60H10
Averaging principle
stochastic differential equation
time-changed Lévy noise
variable delays
Stochastic averaging principle for distribution dependent stochastic differential equations
Journal article
Applied Mathematics Letters,2022, volume: 125
Authors:
Shen, Guangjun
;
Song, Jie
;
Wu, Jianglun
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View/Download:3/0
  |  
Submit date:2023/05/30
Distribution dependent stochastic differential equations
Stochastic averaging principle
Wasserstein distance