JOURNAL OF SHANDONG UNIVERSITY(NATURAL SCIENCE) ›› 2019, Vol. 54 ›› Issue (11): 63-70.doi: 10.6040/j.issn.1671-9352.0.2019.159
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LU Zheng-yu, ZHOU Wei*, YU Huan-huan, ZHAO Na
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[1] 张庶萍.竞争环境下的广告策略研究[D].天津:天津大学,2005. ZHANG Zheping. Research on advertising strategy in competitive environment[D].Tianjin: Tianjin University, 2005. [2] 张纪康.广告经济学实用教程[M].上海:上海远东出版社,1999:147. ZHANG Jikang. Practical course in advertising economics[M].Shanghai: Shanghai Far East Publishing House, 1999:147. [3] LITTLE J D C. Aggregate advertising models: the state of the art[J]. Operational Research, 1979, 27(4):629-667. [4] CELLINI R, LAMBERTINI L. Advertising with spillover effects in a differential oligopoly game with differentiated goods[J].Central European Journal of Operations Research, 2003, 11(4):409-423. [5] QI Jie, WANG Dingwei, DING Yongsheng, et al. Dynamical analysis of a nonlinear competitive model with generic and brand advertising efforts[J]. Nonlinear Analysis: Real Word Applications, 2007, 8(2):664-679. [6] BENCHEKROUN H. A unifying differential game of advertising and promotion[J]. International Game Theory Review, 2007, 9(2):183-197. [7] NORMAN G, PEPALL L,RICHARDS D.Generic product advertising, spillovers, and market concentration[J]. American Journal of Agricultural Economics, 2008, 90(3):719-732. [8] AHMED E, ELSADANY A A, PUU T. On Bertrand duopoly game with differentiated goods[J]. Applied Mathematics and Computation, 2015, 251:169-179. [9] AGLIARI A, NAIMZADA A K, PECORA N. Nonlinear dynamics of a Cournot duopoly game with differentiated products[J]. Applied Mathematics and Computation, 2016, 281:1-15. [10] 于维生,于羽.基于伯川德推测变差的有限理性动态寡头博弈的复杂性[J]. 数量经济技术经济研究,2013,25(2):126-137. YU Weisheng, YU Yu. The complexity of bounded rational dynamic oligarch game based on Bertchuandes prediction of variation[J].Quantitative Economic and Technological Economic Research, 2013, 25(2):126-137. [11] 田丽娜.考虑溢出效应的互补品企业广告决策研究[D]. 重庆:重庆大学, 2010. TIAN Lina. Research on advertising decisions of complementary products considering spillover effect[D]. Chongqing: Chongqing University, 2010. [12] COUGHLAN A T. Distribution channel choice in a market with complementary goods[J]. International Journal of Research in Marketing, 1987, 4(2):85-97. [13] ZHANG H. Vertical information exchange in a supply chain with duoply retailers[J]. Production and Operations Management, 2002, 11(4):531-546. [14] 马西莫·莫塔.竞争政策:理论与实践[M].上海:上海财经大学出版社,2006:466. MOTA Massimo. Competition policy:theory and practice[M]. Shanghai:Shanghai University of Finance and Economics Press, 2006:466. [15] BHASKARAN S R, GILBERT S M. Selling and leasing strategies for durable goods with complementary products[J]. Management Science, 2005, 51(8):1278-1290. [16] CHU W. Demand signaling and screening in channels of distribution[J]. Marketing Science, 1992,11(4):327-347. [17] XIE J, WEI J C. Coordinating advertising and pricing in a manufacturer-retailer channe[J]. European Journal of Operational Research, 2009, 197(2):785-791. [18] KADIYALI V. Entry its deterrence and its accommodation: a study of the U.S. photographic film industry[J]. RAND Journal of Economics, 1996, 27(3):452-478. [19] ZHANG Yahui, ZHOU Wei, CHU Tong, et al. Complex dynamic analysis for two-stage Cournot duopoly game of semi-collusion in production[J]. Nonlinear Dynamics, 2018, 91(2):819-835. [20] ASKAR S S, ALSHAMRANI A M, ALNOWIBET K. Dynamic Cournot duopoly games with nonlinear demand function[J]. Applied Mathematics and Computation, 2015, 259:427-437. |
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