一、论文
1. N.Bin#; H.N.Zhu; Q.Y.Liu*; Non-zero-sum stochastic differential games on investment, consumption and proportional reinsurance, Journal of Industrial and Management Optimization, 2024,20(06):2032-2049. (SCI检索)
2. N.Bin#; H.N.Zhu*;C.K.Zhang.Stochastic differential games on optimal investment and reinsurance strategy with delay under the CEV model, Methodology And Computing In Applied Probability, 2023,25(02):1-27. (SCI检索)
3. 宾宁#;朱怀念*;张成科.均值方差准则下考虑模糊厌恶的随机微分投资与再保险博弈.系统工程, 2022,40(04): 110-120.
4. 宾宁#;朱怀念*.基于时滞效应的随机微分投资与比例再保险博弈. 运筹与管理, 2022,31(05): 30-36.
5. 宾宁#;朱怀念*.考虑模糊厌恶和时滞效应的随机微分投资与再保险策略.系统工程理论与实践,2021,41(06):1439-1453.
6. N.Bin#*; C.K.Zhang; H.N.Zhu; Q.Y.Liu; Game approach for H-infinity robust control strategy to follow the production in the singularly perturbed bilinear dynamic input-output systems, Mathematical Problems in Engineering, 2017, 7(1):1-8. (SCI检索)
7. N.Bin#; C.K.Zhang; H.N.Zhu*; M.Cao; F.Hu; A zero-sum game approach for H-infinity robust control of singularly perturbed bilinear quadratic systems, Technical Gazette, 2017, 24(3): 777-782. (SCI检索)
8. N.Bin#; C.K.Zhang*; H.N.Zhu; Z.Mo; Composite Stackelberg strategy for singularly perturbed bilinear quadratic systems, Journal of Systems Science and Information, 2015, 3(2): 154-163. (中国系统工程学会和《系统工程理论与实践》编辑部创办的英文刊)
9. N.Bin#*; W.J.Wu; H.Feng; Spam message classification based on the Naïve Bayes classification algorithm, IAENG International Journal of Computer Science, 2019, 46(1): 1-8.(EI检索)
10. N.Bin#*; C.K.Zhang; S.J.Liu; Multi-Sector Fixed Asset Dynamic Input-output Problem Based On Singularly Perturbed Markov Game Theory, Scientific Journal of Management Science and Engineering, 2013, 3(3): 73-78.
11.N.Bin#; C.K.Zhang*; Composite Saddle-point Equilibrium for Singularly Perturbed Bilinear Quadratic Systems, Advances in Systems Science and Applications, 2010, 10(3): 473-478.
12. 宾宁#*;王钰; 社交网络正面信息传播及仿真研究——基于三方博弈视角, 现代情报, 2017, 37(11):58-68.
13. 宾宁#*;冼文峰; 胡凤; 基于强弱关系的社交网络信息传播博弈模型, 现代情报, 2016.12.15, 36(12): 30-35.
14. 刘琦铀;张成科;宾宁;周雅;石平; 公平关切及低碳视角下供应链两部定价契约问题研究, 中国管理科学,2016,24(10):60-68.
15. 周海英#; 宾宁*; 朱怀念; 基于随机微分博弈的动态投入产出问题研究, 数学的实践与认识,2017,47(12): 283~288
16. 朱怀念; 宾宁*; 张成科.一类双层非零和随机微分投资与再保险博弈模型[J/OL].系统科学与数学,2021,41(11):3234-3253.
17. 朱怀念;钟慧; 宾宁*.考虑时滞效应与均值-方差效用的非零和投资与再保险博弈[J].运筹学学报,2021,25(02):35-54.
18. 宾宁#*; 张成科; 朱怀念; 武赛; 奇异摄动二次双线性系统的Nash均衡, 统计与决策, 2010(20):33-36.
二、著作
1. 张成科; 宾宁. 双线性系统的非合作微分博弈理论及其应用. 科学出版社,2020年12月
2. C.K.Zhang; H.N.Zhu; H.Y.Zhou; N.Bin; Non-cooperative Stochastic Differential Game Theory of Generalized Markov Jump Linear Systems. Springer International Press, 2017年
3. 张成科; 宾宁. 博弈论与信息经济学教程——基于PBL教学方法的设计. 人民邮电出版社,2015年6月