百晓学者学者目录

费为银

安徽工程大学数理学院

个人简介

费为银,男,1963年9月生,博士,教授(二级),安徽工程大学党委常委、副校长,数理学院教师。研究方向为数学、非线性科学与系统科学。在等期刊发表学术论文。中国系统工程学会金融系统工程专业委员会委员,安徽省数学会常务理事。

精选作品

期刊论文

  1. 费晨,杜蒙瑞,李学增,潘海峰,费为银(2026). 极端气候、通货膨胀与经济灾难多重冲击下的可持续金融规制研究. 《运筹学学报(中英文)》.
  2. Shou-Nian Deng, Weiyin Fei, Banban Shi (2026). Convergence of the numerical segment process for super-linear stochastic functional differential equations. Statistics & Probability Letters.DOI
  3. Shou-Nian Deng, Chen Fei, Weiyin Fei (2026). Positivity-preserving approximations of financial SDEs with highly nonlinear coefficients: truncated Euler-Maruyama. Numerical Algorithms.DOI
  4. Renzhong Li, Chen Fei, Xiaodong Ding, Weiyin Fei (2026). Research on almost sure exponential stability of jump-diffusion neutral stochastic differential delay systems. International Journal of General Systems.DOI
  5. Liang Li, Chen Fei, Shou-Nian Deng, Weiyin Fei (2026). Well-posedness of coupled-type mean-field G-SDEs under one-sided local Lipschitz conditions of state variables. Journal of the Franklin Institute.DOI
  6. 李九敏,夏登峰,费为银,李冠军(2025). CEV模型下考虑相对绩效的保险公司与再保险公司再保险-投资博弈. 《系统科学与数学》.
  7. 吴开强,邓寿年,费为银(2025). 通胀对竞争均衡下脱碳减排政策的影响. 《安徽工程大学学报》.
  8. 贵秀子,费为银,邓寿年(2025). ESG对强化学习的连续时间均值-方差投资组合的影响. 《安徽工程大学学报》.
  9. 潘海峰,李陈陈,陈俊好,费为银(2025). 气候政策不确定性下全球金融市场系统性溢出及投资组合优化研究. 《系统科学与数学》.
  10. Chen Fei, Lu-Zhen Yang, Weiyin Fei (2025). Quasi-Sure Exponential Stability of Stochastic Differential Delay Systems Driven by G-Brownian Motion. Symmetry.DOI
  11. Shou-Nian Deng, Bo Shen, Weiyin Fei (2025). Convergence of θ-Milstein Method for Stochastic Differential Equations Driven by G-Brownian Motion. Journal of Advances in Applied & Computational Mathematics.DOI
  12. Wenrui Li, Heng-Lei Xu, Chen Fei, Xue-Rong Mao, Weiyin Fei (2025). Aperiodically Delay Intermittent Control for Lévy Noise Driven Highly Nonlinear Stochastic Hybrid Systems Based on Discrete-Time Observations. IEEE Transactions on Automatic Control.DOI
  13. 李婧雅,费为银,梁勇(2024). 气候变暖下基于绿色技术进步的社会最优资源配置研究. 《安徽工程大学学报》.
  14. 殷艳红,夏登峰,费为银,郭宇超(2024). 基于通胀和股票误定价带保费退还条款的DC型养老金最优投资策略. 《工程数学学报》.
  15. 费为银,张桂银,费晨(2024). 通胀不确定环境下政府最优税收和债务问题研究. 《计量经济学报》.
  16. 潘海峰,黄玉喜,费为银(2024). Knight不确定下银行存款价值与资本结构优化. 《运筹与管理》, Vol. 33, No. 12.下载原文
  17. 邵艳宇,夏登峰,费为银,明健(2024). 混合随机波动模型下带随机工资的DC型养老金最优投资策略. 《东华大学学报(自然科学版)》.
  18. Shou-Nian Deng, Chen Fei, Weiyin Fei, Xuerong Mao (2024). Positivity-preserving truncated Euler and Milstein methods for financial SDEs with super-linear coefficients. arXiv.org.DOI
  19. Xuekang Zhang, Shou-Nian Deng, Yong Liang, Weiyin Fei (2024). Stabilization and destabilisation of non-autonomous stochastic nonlinear delay differential equations. International Journal of Control.DOI
  20. Wenrui Li, Chen Fei, Chunhui Mei, Weiyin Fei, Xuerong Mao (2023). Delay tolerance for stable hybrid stochastic differential equations with Levy noise based on Razumikhin technique. Systems & Control Letters, Vol. 176.DOI
  21. 王良熠,沈明轩,费为银(2023). 模糊厌恶下基于区块链挖矿算力投资模型研究. 《安徽工程大学学报》.
  22. 鲍琳琳,费为银,潘海峰(2023). 通胀风险与跳扩散冲击下企业最优杠杆策略. 《安徽工程大学学报》.
  23. 黄玉喜,潘海峰,费为银(2023). 模糊厌恶下银行最优存款利率与资本结构优化. 《安徽工程大学学报》.
  24. 夏登峰,苑伟杰,费为银(2023). 变利率下基于SV模型的最优再保险-投资研究. 《运筹与管理》, Vol. 32, No. 6.下载原文
  25. 陈阳,费为银,潘海峰(2023). 基于区块链的加密代币定价研究. 《计量经济学报》.
  26. 费为银,谢成成,费晨(2023). ESG因素对平台代币价格的影响. 《系统工程理论与实践》.
  27. Yue Xu, Chen Fei, Weiyin Fei (2023). Optimal dynamic contract with Knightian uncertainty of ESG rating. International Journal of General Systems.DOI
  28. Shounian Deng, Chen Fei, Weiyin Fei, Xuerong Mao (2023). Positivity-preserving truncated Euler–Maruyama method for generalised Ait-Sahalia-type interest model. BIT Numerical Mathematics.DOI
  29. Wenrui Li, Chen Fei, Mingxuan Shen, Mingxuan Shen, Weiyin Fei, Xuerong Mao (2023). A stabilization analysis for highly nonlinear neutral stochastic delay hybrid systems with superlinearly growing jump coefficients by variable-delay feedback control. Journal of the Franklin Institute.DOI
  30. Xuekang Zhang, Shounian Deng, Weiyin Fei (2023). Nonparametric Estimation of Trend for Stochastic Processes Driven by G-Brownian Motion with Small Noise. Methodology And Computing In Applied Probability.DOI
  31. Wenrui Li, Weiyin Fei, Yong Liang, Xuerong Mao (2023). Stabilization and destabilization of hybrid systems by periodic stochastic controls based on Lévy noise. IMA Journal of Mathematical Control and Information.DOI
  32. Yanyu Shao, Dengfeng Xia, Weiyin Fei (2023). Optimal investment strategy for DC pension plan with inflation risk under the hybrid stochastic volatility model. Systems Science & Control Engineering.DOI
  33. Chen Fei, Weiyin Fei, Shounian Deng, Xuerong Mao (2023). Asymptotic Stability in Distribution of Highly Nonlinear Stochastic Differential Equations with G-Brownian Motion. Qualitative Theory of Dynamical Systems.DOI
  34. 孙多好,费为银,邓寿年(2022). Knight不确定下基于代币的平台运营管理. 《系统管理学报》, Vol. 31, No. 4.下载原文
  35. 费为银,王良熠,陈阳(2022). 基于区块链的算力优化模型. 《系统工程》.
  36. Fanhong Zhang, Chen Fei, Weiyin Fei (2022). Stability of stochastic Hopfield neural networks driven by G -Brownian motion with time-varying and distributed delays. Neurocomputing.DOI
  37. Mingxuan Shen, Chen Fei, Weiyin Fei, Xuerong Mao, Chunhui Mei (2022). Delay‐dependent stability of highly nonlinear neutral stochastic functional differential equations. International Journal of Robust and Nonlinear Control.DOI
  38. Chen Fei, Weiyin Fei, Xuerong Mao (2022). A note on sufficient conditions of asymptotic stability in distribution of stochastic differential equations with G -Brownian motion. Applied Mathematics Letters.DOI
  39. Wenrui Li, Shounian Deng, Weiyin Fei, Xuerong Mao (2022). Stabilisation in distribution by delay feedback control for stochastic differential equations with Markovian switching and Lévy noise. IET Control Theory and Applications.DOI
  40. Chen Fei, Weiyin Fei, Xuerong Mao, Litan Yan (2022). Delay-dependent Asymptotic Stability of Highly Nonlinear Stochastic Differential Delay Equations Driven by G -Brownian Motion. Journal of the Franklin Institute.DOI
  41. Chunhui Mei, Chen Fei, Mingxuan Shen, Weiyin Fei, Xuerong Mao (2022). Discrete feedback control for highly nonlinear neutral stochastic delay differential equations with Markovian switching. Information Sciences.DOI
  42. 朱筱宁,潘海峰,费为银,张繁红(2021). Knight不确定下基于q-理论的企业家投资行为. 《东华大学学报(自然科学版)》.DOI
  43. 李娟,夏登峰,费为银(2021). 随机通胀风险下基于半鞅理论的最优投资策略. 《运筹与管理》, Vol. 30, No. 5.下载原文
  44. Chunhui Mei, Yong Liang, Weiyin Fei, Xuerong Mao (2021). Feedback delay control of highly nonlinear stochastic functional differential equations with discrete‐time state observations. Mathematical Methods in the Applied Sciences.DOI
  45. Yuyuan Li, Weiyin Fei, Shounian Deng (2021). Delay feedback stabilisation of stochastic differential equations driven by G-Brownian motion. International Journal of Control.DOI
  46. Chunhui Mei, Chen Fei, Weiyin Fei, Xuerong Mao (2021). Exponential stabilization by delay feedback control for highly nonlinear hybrid stochastic functional differential equations with infinite delay. Nonlinear Analysis Hybrid Systems.DOI
  47. Hongjian Liu, Zidong Wang, Weiyin Fei, Hongli Dong (2021). On State Estimation for Discrete Time-Delayed Memristive Neural Networks Under the WTOD Protocol: A Resilient Set-Membership Approach. IEEE Transactions on Systems Man and Cybernetics Systems.DOI
  48. Mingxuan Shen, Chen Fei, Weiyin Fei, Xuerong Mao (2020). Stabilisation by delay feedback control for highly nonlinear neutral stochastic differential equations. Systems & Control Letters, Vol. 137.DOI
  49. 费为银,张繁红,杨晓光(2020). 通胀对高管的股权激励和工作努力策略的影响. 《中国管理科学》, Vol. 28, No. 11.下载原文
  50. 费为银,陈雅豪,费晨(2020). 通胀与生存约束下最优投资和自愿退休选择. 《系统工程学报》.DOI
  51. 费为银,杨珊珊,梁勇(2020). Knight不确定下单边有限承诺连续时间契约问题. Journal of University of Science and Technology of China.
  52. 费晨,余鹏,费为银,杨晓光,闫理坦(2020). 奈特不确定下考虑逆向选择的最优动态契约设计. 《系统工程理论与实践》, Vol. 40, No. 9.下载原文
  53. 费为银(2020). 高等数学. 上册. 《中国科学技术大学出版社》.
  54. Shounian Deng, Chen Fei, Weiyin Fei, Xuerong Mao (2020). Tamed EM schemes for neutral stochastic differential delay equations with superlinear diffusion coefficients. Journal of Computational and Applied Mathematics.DOI
  55. Hongjian Liu, Zidong Wang, Weiyin Fei, Jiahui Li, Fuad E. Alsaadi (2020). On finite-horizon H ∞ state estimation for discrete-time delayed memristive neural networks under stochastic communication protocol. Information Sciences.DOI
  56. Hongjian Liu, Zidong Wang, Weiyin Fei, Jiahui Li (2020). Resilient H ∞ State Estimation for Discrete-Time Stochastic Delayed Memristive Neural Networks: A Dynamic Event-Triggered Mechanism. IEEE Transactions on Cybernetics.DOI
  57. Hongjian Liu, Zidong Wang, Weiyin Fei, Jiahui Li (2020). H∞ and l2 - l∞ state estimation for delayed memristive neural networks on finite horizon: The Round-Robin protocol. Neural Networks.DOI
  58. Jiahui Li, Zidong Wang, Hongli Dong, Weiyin Fei (2020). Delay-distribution-dependent state estimation for neural networks under stochastic communication protocol with uncertain transition probabilities. Neural Networks.DOI
  59. Jialu Zhu, Yong Liang, Weiyin Fei (2020). On uniqueness and existence of solutions to stochastic set-valued differential equations with fractional Brownian motions. Systems Science & Control Engineering.DOI
  60. Weiyin Fei, Liangjian Hu, Xuerong Mao, Dengfeng Xia (2020). Advances in the truncated Euler–Maruyama method for stochastic differential delay equations. Communications on Pure &amp Applied Analysis.DOI
  61. 余鹏,张繁红,费为银,恽珍(2019). 考虑通胀指数债券的最优投资-闲暇与自愿退休选择. 《安徽工程大学学报》.
  62. 朱庆强,张二姚,费为银(2019). 支付连续红利的欧式脆弱期权定价. 《安徽工程大学学报》.
  63. 费晨,费为银(2019). 分布不确定下随机微分方程参数最小二乘估计. 《数学物理学报》.
  64. 费晨,余鹏,费为银,闫理坦(2019). 道德风险下带有Knight不确定的最优动态契约设计. 《管理科学学报》, Vol. 22, No. 6.下载原文
  65. 费晨,杜宏俊,费为银,闫理坦(2019). 通胀风险下的企业家投资–消费和对冲问题. 《系统工程学报》.DOI
  66. 张二姚,费为银,张繁红,陈倩(2019). 变利率和跳风险下的欧式脆弱期权定价. 《东华大学学报(自然科学版)》.
  67. Chunhui Mei, Chen Fei, Weiyin Fei, Xuerong Mao (2019). Stabilisation of highly non‐linear continuous‐time hybrid stochastic differential delay equations by discrete‐time feedback control. IET Control Theory and Applications.DOI
  68. Fanhong Zhang, Weiyin Fei, Mingxuan Shen, Kui Jiang (2019). A study on optimal consumption and portfolio with labour income under inflation. Systems Science & Control Engineering.DOI
  69. Mingxuan Shen, Chen Fei, Weiyin Fei, Xuerong Mao (2019). Boundedness and stability of highly nonlinear hybrid neutral stochastic systems with multiple delays. Science China Information Sciences.DOI
  70. Chen Fei, Weiyin Fei, Xuerong Mao, Dengfeng Xia, Litan Yan (2019). Stabilization of Highly Nonlinear Hybrid Systems by Feedback Control Based on Discrete-Time State Observations. IEEE Transactions on Automatic Control.DOI
  71. Shounian Deng, Chen Fei, Weiyin Fei, Xuerong Mao (2019). Generalized Ait-Sahalia-type interest rate model with Poisson jumps and convergence of the numerical approximation. Physica A Statistical Mechanics and its Applications.DOI
  72. Dengfeng Xia, Weijie Yuan, Weiyin Fei (2019). Optimal reinsurance and investment for an insurer with the jump diffusion risk model in A-C case. Systems Science & Control Engineering.DOI
  73. Chen Fei, Weiyin Fei, Litan Yan (2019). Existence and Stability of Solutions to Highly Nonlinear Stochastic Differential Delay Equations Driven by G-Brownian Motion. Applied mathematics/Applied Mathematics. A Journal of Chinese Universities/Gao-xiao yingyong shuxue xuebao.DOI
  74. Shounian Deng, Chen Fei, Weiyin Fei, Xuerong Mao (2019). Stability equivalence between the stochastic differential delay equations driven by G-Brownian motion and the Euler–Maruyama method. Applied Mathematics Letters.DOI
  75. Shounian Deng, Weiyin Fei, Yong Liang, Xuerong Mao (2019). Convergence of the split-step θ-method for stochastic age-dependent population equations with Markovian switching and variable delay. Applied Numerical Mathematics.DOI
  76. Shounian Deng, Weiyin Fei, Wei Liu, Xuerong Mao (2019). The truncated EM method for stochastic differential equations with Poisson jumps. Journal of Computational and Applied Mathematics.DOI
  77. Mingxuan Shen, Weiyin Fei, Xuerong Mao, Yong Liang (2018). Stability of highly nonlinear neutral stochastic differential delay equations. Systems & Control Letters, Vol. 115.DOI
  78. 李钰,费为银,吕会影(2018). 在部分信息下带通胀的最优交易策略. 《工程数学学报》.
  79. 陈雅豪,梅春晖,费为银(2018). 通胀不确定下的最优消费、投资和自愿退休选择. 《安徽工程大学学报》.
  80. 王斌,王文平,费为银(2018). 基于链路动态变化的产业网络预测模型研究. 《系统工程学报》.DOI
  81. 恽珍,费为银,梁勇(2018). 基于通胀的最优投资-消费、闲暇和自愿退休问题. 《东华大学学报(自然科学版)》.
  82. Weiyin Fei, Liangjian Hu, Xuerong Mao, Mingxuan Shen (2018). Generalized criteria on delay‐dependent stability of highly nonlinear hybrid stochastic systems. International Journal of Robust and Nonlinear Control.DOI
  83. Chen Fei, Mingxuan Shen, Weiyin Fei, Xuerong Mao, Litan Yan (2018). Stability of highly nonlinear hybrid stochastic integro-differential delay equations. Nonlinear Analysis Hybrid Systems.DOI
  84. Mingxuan Shen, Weiyin Fei, Xuerong Mao, Shounian Deng (2018). Exponential Stability of Highly Nonlinear Neutral Pantograph Stochastic Differential Equations. Asian Journal of Control.DOI
  85. Weiyin Fei, Liangjian Hu, Xuerong Mao, Mingxuan Shen (2018). Structured Robust Stability and Boundedness of Nonlinear Hybrid Delay Systems. SIAM Journal on Control and Optimization.DOI
  86. 黄健,费为银,余鹏(2017). 通胀风险对最优工作选择、消费和投资的影响. 《安徽工程大学学报》.
  87. 周志,费为银,梁勇(2017). 考虑相关性风险的跨期投资组合选择问题研究进展. 《安徽工程大学学报》.
  88. 费为银,费晨,夏登峰,杨武(2017). 模型不确定下带通胀的最优消费和投资组合问题研究. 《管理工程学报》, Vol. 31, No. 2.下载原文
  89. 罗旭,费为银,夏登峰(2017). 损失厌恶投资者最优消费和投资组合选择理论的研究进展. 《南京信息工程大学学报》.
  90. 朱其明,费为银,费晨(2017). 私募股权投资的估值问题研究进展. 《南京信息工程大学学报》.
  91. Weiyin Fei, Liangjian Hu, Xuerong Mao, Mingxuan Shen (2017). Delay dependent stability of highly nonlinear hybrid stochastic systems. Automatica.DOI
  92. Dengfeng Xia, Litan Yan, Weiyin Fei (2017). Mixed Fractional Heat Equation Driven by Fractional Brownian Sheet and Lévy Process. Mathematical Problems in Engineering.DOI
  93. 费为银(2016). 高等数学. 下册. 《中国科学技术大学出版社》.
  94. 费为银,卢琴云,胡慧敏,夏登峰(2016). 突发事件冲击下带通胀的动态资产配置问题研究. 《工程数学学报》.
  95. 姜奎,费为银,杜宏俊(2016). 基于通胀和劳动收入的最优消费投资问题研究. 《安徽工程大学学报》.
  96. 杜宏俊,费为银,沈明轩(2016). 不确定市场环境下的企业家投资、消费和对冲研究进展. 《安徽工程大学学报》.
  97. 费为银,高贵云,梁勇(2016). 奈特不确定下带通胀的跨国直接投资问题. 《数学杂志》.
  98. 费为银,夏登峰,唐仕冰(2016). Knight不确定与随机汇率下外商投资决策. 《管理科学学报》, Vol. 19, No. 6.下载原文
  99. 梁勇,费为银,姜奎(2016). 带有劳动收入的最优消费和投资问题研究进展. 《南京信息工程大学学报》.
  100. 耿志祥,费为银(2016). 金融资产风险度量及其在风险投资中的应用——基于稳定分布的新视角. 《管理科学学报》, Vol. 19, No. 1.下载原文
  101. 夏登峰,费为银,刘宏建 (2016). Estimating the Shareholder's Terminal Payoff in Insurer's Solvency Ratio Model under Fractional Market. Journal of Donghua University(English Edition).
  102. 潘海峰,费为银,沈滢(2016). 人民币汇率与股指联动及货币政策关联性分析. 《统计与决策》, No. 22.下载原文
  103. 费为银,王晓弟,夏登峰(2016). CIR利率模型下带有随机劳动收入的最优消费投资策略. 《东华大学学报(自然科学版)》.
  104. 费为银(2015). 高等数学 = Advanced mathematics. 上册. 《中国科学技术大学出版社》.
  105. 方和远,费为银,芮亚运(2015). 通胀环境下对冲基金最优投资策略. 《安徽工程大学学报》.
  106. 吴停停,费为银,梁勇(2015). 奈特不确定下带高水印激励费的对冲基金最优投资问题研究. 《安徽工程大学学报》.
  107. 芮亚运,费为银,夏登峰(2015). 通胀风险下的跨期资产配置问题研究进展. 《安徽工程大学学报》.
  108. 梁勇,费为银,姚远浩,芮亚运(2015). 通胀和奈特不确定下的养老金最优投资研究. 《工程数学学报》.
  109. 费为银,朱涛涛,费晨(2015). 奈特不确定下带高水印的对冲基金最优投资组合. 《工程数学学报》.
  110. 梁勇,费为银,方和远,刘鹏(2015). 跳扩散环境下红利支付对不确定厌恶投资者最优投资组合选择的影响. 《东华大学学报(自然科学版)》.
  111. 费为银,何丹丹,张伟(2015). 跳扩散下汇率变动的外商直接投资问题研究. 《系统工程理论与实践》, Vol. 35, No. 2.下载原文
  112. 费为银,李允贺,夏登峰(2015). 通胀下带激励的对冲基金最优投资. 《系统工程理论与实践》, Vol. 35, No. 11.下载原文
  113. 李娟,费为银(2015). Knight不确定环境下“基差风险模型”最优对冲策略研究. 《长江大学学报(自然科学版)》.
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预印本

  1. Bo Shen, Shounian Deng, Weiyin Fei, Di Wu (2026). Continuous-time mean-variance portfolio selection integrating greenwashing effect and stochastic horizon: A reinforcement learning framework. SSRN Electronic Journal.DOI
  2. Wenrui Li, Henglei Xu, Chen Fei, Weiyin Fei, Xuerong Mao (2026). Time-varying discrete-state feedback to stabilization of super-linear hybrid stochastic networked systems. SSRN Electronic Journal.DOI
  3. Shounian Deng, Chen Fei, Weiyin Fei, Xuerong Mao (2021). The truncated EM method for stochastic differential delay equations with variable delay. arXiv (Cornell University).DOI
  4. Chen Fei, Weiyin Fei (2019). Consistency of least squares estimation to the parameter for stochastic differential equations under distribution uncertainty. arXiv (Cornell University).DOI
  5. Weiyin Fei, Chen Fei (2013). On exponential stability for stochastic differential equations disturbed by G-Brownian motion. arXiv (Cornell University).DOI

书籍章节

  1. Yong Liang, Weiyin Fei, Hongjian Liu, Dengfeng Xia (2011). An Application of the Forward Integral to an Insider’s Optimal Portfolio with the Dividend. Advances in intelligent and soft computing.DOI

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