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王新宇

(中南財經政法大學文瀾學院副教授)

鎖定
王新宇,應用數學博士,現為中南財經政法大學文瀾學院副教授。 [1] 
中文名
王新宇
學位/學歷
博士
職    業
教師
教學職稱
副教授 [2] 

王新宇人物經歷

王新宇教育經歷

法國UCA大學應用數學博士
武漢大學應用數學碩士
武漢大學數學基地班學士 [1] 

王新宇工作經歷

中南財經政法大學文瀾學院 2021-
法國UCA大學 訪問學者 2018-2019 [1] 

王新宇研究領域

大數據統計分析、隨機算法理論、隨機過程與隨機分析在經濟金融中的應用 [1] 

王新宇學術論文

1. S.L. Hu, R.N. Li, Xinyu Wang*,Central limit theorem and moderate deviations for a class of semilinear stochastic partial differential equations, Acta Mathematica Scientia, 2020.
2. R.N. Li, Xinyu Wang*, Transportation inequalities for stochastic wave equation, Acta Applicandae Mathematicae, 2020 .
3. S.L. Hu, R.N. Li, Xinyu Wang*, Central limit theorem and moderate deviations for a stochastic Cahn-Hilliard equation, Stochastic and Dynamics, 2020 .
4. S.L. Hu, Xinyu Wang*, Subexponential decay in kinetic Fokker-Planck equation: weak hypocoercivity, Bernoulli, 2019.
5. S.L. Hu, Xinyu Wang*, Exponential convergence rates of Markov chains under a weaken minorization condition, Acta Mathematica Sinica english series, 2018.
6. Y.T. Ma, Xinyu Wang*, A note on the spectral gap for general harmonic measures on spheres, Statistics & Probability Letters, 2018.
7. F. Bolley, A. Guillin and Xinyu Wang*, Non-ultracontractive heat kernel bounds by Lyapunov conditions, Discrete and Continuous Dynamical Systems, 2015.
8. Y.T. Ma, S. Shen, Xinyu Wang, L.M. Wu, Transportation inequalities: from Poisson to Gibbs measures, Bernoulli, 2011.
9. R. Wang, Xinyu Wang, L.M. Wu, Sanov’s theorem in the Wasserstein distance: a necessary and sufficient condition, Statistics & Probability Letters, 2010.
10. Xinyu Wang*, J. Wu, Packing dimensions of homogeneous perfect sets, Acta Mathematica Hungarica, 2008. [2] 
參考資料
  • 1.    王新宇  .中南財經政法大學文瀾學院[引用日期2023-07-02]
  • 2.    王新宇  .中南財經政法大學文瀾學院.2022-05-17[引用日期2024-04-15]