英文论文

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编号 发表论文 年份
[41] Guangzhong Li, Jie Li, Managerial diversion, product market competition, and firm China Economic Review, 50, 2018, 240–264(SCI/SSCI). 2018
[42] Xueting Cu, Xiaoling Sun, Shushang Zhu, Rujun Jiang, Duan Li, Portfolio Optimization with Nonparametric Value at Risk: A Block Coordinate Descent Method, INFORMS Journal on Computing,30, 454–471, 2018(SCI). 2018
[43] Chun-Hung Chiu, Tsan-Ming Choi, Xin Dai, Bin Shen, Jin-Hui Zheng,Optimal Advertising Budget Allocation in Luxury Fashion Markets with Social Influences: A Mean-Variance Analysis, Production and Operations Management, 27, 2018, 1611-1629(SCI). 2018
[44] Y. Deng, Y. Zeng,Z. R. Li,Real estate prices and systemic banking crises, Economic Modelling, 2018,1-10. 2018
[45] D. P. Li, Y. Shen,Y. Zeng,Dynamic derivative-based investment strategy for mean–variance asset–liability management with stochastic volatility, Insurance: Mathematics and Economics, 78,2018 ,72-86. 2018
[46] H. L. Wu, C. Weng,Y. Zeng, Equilibrium consumption and portfolio decisions with stochastic discount rate and time-varying utility functions, OR Spectrum, 40(2),2018 ,541-582. 2018
[47] S. M. Chen, H. Yang, Y. Zeng,Stochastic differential games between two insurers with generalized mean-variance premium principle, ASTIN Bulletin, 48(1),2018 , 413-434. 2018
[48] C. H. Chiu, Z. Peng,The optimal pricing, quantity decision, number of product of online designer with scarcity effect and product variety benefit, International Journal of Inventory Research,5(2), 2018 , 153-168. 2018
[49] C. H. Chiu,T. M. Choi, X. Dai, B. Shen,J. H. Zheng,Optimal Advertising Budget Allocation in Luxury Fashion Markets with Social Influences: A Mean‐Variance Analysis, Production and Operations Management, 27(8),2018 ,1611-1629. 2018
[50] Y. Zeng; D. P. Li,Z. Chen,Z. Yang, Ambiguity aversion and optimal derivative-based pension investment with stochastic income and volatility, Journal of Economic Dynamics and Control, 88,2018 , 70-103. 2018
[51] J. B. Huang, Y. Li, H. X. Yao, Index tracking model, downside risk and non-parametric kernel estimation, Journal of Economic Dynamics and Control, 92,2018 , 103-128. 2018
[52] Y. Du, S. Xue, Y. C. Lliu, Robust upper bounds for American put options, Journal of Futures Markets, 2018,2018 , 1-12. 2018
[53] P. Wang,*Z. F. Li, Robust optimal investment strategy for an AAM of DC pension plans with stochastic interest rate and stochastic volatility, Insurance: Mathematics and Economics, 80,2018 ,67-83. 2018
[54] L. H. Bian, *Z. F. Li, H. X. Yao, Pre-commitment and equilibrium investment strategies for the DC pension plan with regime switching and a return of premiums clause, Insurance: Mathematics and Economics, 81,2018 ,78-94. 2018
[55] B. R. Chen, S. Li, Prehire screening and subjective performance evaluations, Management Science, 64(10),2018 ,4953-4965. 2018
[56] Z. L. Kang, X. Li, *Z. F. Li, S. S. Zhu, Data-driven robust mean-CVaR portfolio selection under distribution ambiguity, Quantitative Finance, 2018, 2018 , 1-17. 2018
[57] Z. L. Kang, *Z. F. Li, An exact solution to a robust portfolio choice problem with multiple risk measures under ambiguous distribution, Mathematical Methods of Operations Research, 2018 , 87(2), 169-195. 2018
[58] B. J. Deng, *Z. F. Li, Y. Li,Foreign institutional ownership and liquidity commonality around the world, Journal of Corporate Finance, 51,2018 , 20-49. 2018
[59] S. M. Chen, *Z. F. Li,Y. Zeng,Optimal dividend strategy with time-inconsistent preferences and ruin penalty, SIAM Journal on Financial Mathematics, 9(1),2018 , 274-314. 2018
[60]  Q. W. Guo, S. M. Chen,P. Schonfeld, *Z. F. Li, How time-inconsistent preferences affect investment timing for rail transit, Transportation Research Part B: Methodological, 118,2018 , 172-192. 2018
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