Rivalry in price and variety among supermarket retailers

被引:43
作者
Richards, Timothy J. [1 ]
Hamilton, Stephen F.
机构
[1] Arizona State Univ, Morrison Sch Agribusiness & Resource Management, Tempe, AZ 85287 USA
[2] Calif Polytech State Univ San Luis Obispo, Orfalea Coll Business, San Luis Obispo, CA 93407 USA
关键词
game theory; nested CES; price competition; retailing; variety;
D O I
10.1111/j.1467-8276.2006.00890.x
中图分类号
F3 [农业经济];
学科分类号
0202 ; 020205 ; 1203 ;
摘要
Recent theoretical models of retail competition suggest that product heterogeneity is critical to retail price and variety strategies. This article provides empirical evidence on supermarket retailers' price and variety strategies using a nested constant elasticity of substitution (NCES) modeling framework. The model is estimated using chain-level scanner data for four major grocery chains in a large, urban West Coast market. The results show that retailers compete for market share using both price and variety. While they all tend to follow moderately cooperative pricing strategies, the extent to which they follow cooperative strategies in variety is less homogeneous.
引用
收藏
页码:710 / 726
页数:17
相关论文
共 65 条
[1]  
ACKERBERG D, 2002, 5 BIENN C IND ORG FO
[2]   MULTIPRODUCT FIRMS - A NESTED LOGIT APPROACH [J].
ANDERSON, SP ;
DEPALMA, A .
JOURNAL OF INDUSTRIAL ECONOMICS, 1992, 40 (03) :261-276
[3]   Product proliferation: An empirical analysis of product line determinants and market outcomes [J].
Bayus, BL ;
Putsis, WP .
MARKETING SCIENCE, 1999, 18 (02) :137-153
[4]   AUTOMOBILE PRICES IN MARKET EQUILIBRIUM [J].
BERRY, S ;
LEVINSOHN, J ;
PAKES, A .
ECONOMETRICA, 1995, 63 (04) :841-890
[5]   ESTIMATING DISCRETE-CHOICE MODELS OF PRODUCT DIFFERENTIATION [J].
BERRY, ST .
RAND JOURNAL OF ECONOMICS, 1994, 25 (02) :242-262
[6]   Logit demand estimation under competitive pricing behavior: An equilibrium framework [J].
Besanko, D ;
Gupta, S ;
Jain, D .
MANAGEMENT SCIENCE, 1998, 44 (11) :1533-1547
[7]   ESTIMATION OF DEMAND SYSTEMS GENERATED BY GORMAN POLAR FORM - GENERALIZATION OF S-BRANCH UTILITY TREE [J].
BLACKORBY, C ;
BOYCE, R ;
RUSSELL, RR .
ECONOMETRICA, 1978, 46 (02) :345-363
[8]  
BRANDER JA, 1984, AM ECON REV, V74, P323
[9]   S-BRANCH UTILITY TREE - GENERALIZATION OF LINEAR EXPENDITURE SYSTEM [J].
BROWN, M ;
HEIEN, D .
ECONOMETRICA, 1972, 40 (04) :737-747
[10]  
Brownstone D, 1999, J ECONOMETRICS, V89, P109