Quantitative Trendspotting

被引:73
作者
Du, Rex Yuxing [1 ]
Kamakura, Wagner A. [2 ]
机构
[1] Univ Houston, Bauer Coll Business, Houston, TX 77004 USA
[2] Duke Univ, Fuqua Sch Business, Durham, NC 27706 USA
关键词
marketing intelligence; market sensing; quantitative trendspotting; online searches; factor analysis; multivariate time-series analysis; common trends; MULTIVARIATE TIME-SERIES; DYNAMIC FACTOR-ANALYSIS; FACTOR MODEL;
D O I
10.1509/jmr.10.0167
中图分类号
F [经济];
学科分类号
02 ;
摘要
Trendspotting has become an important marketing intelligence tool for identifying and tracking general tendencies in consumer interest and behavior. Currently, trendspotting is done either qualitatively by trend hunters, who comb through everyday life in search of signs indicating major shifts in consumer needs and wants, or quantitatively by analysts, who monitor individual indicators, such as how many times a keyword has been searched, blogged, or tweeted online. In this study, the authors demonstrate how the latter can be improved by uncovering common trajectories hidden behind the coevolution of a large array of indicators. The authors propose a structural dynamic factor-analytic model that can be applied for simultaneously analyzing tens or even hundreds of time series, distilling them into a few key latent dynamic factors that isolate seasonal cyclic movements from nonseasonal, nonstationary trend lines. The authors demonstrate this novel multivariate approach to quantitative trendspotting in one application involving a promising new source of marketing intelligence online keyword search data from Google Insights for Search in which they analyze search volume patterns across 38 major makes of light vehicles over an 81-month period to uncover key common trends in consumer vehicle shopping interest.
引用
收藏
页码:514 / 536
页数:23
相关论文
共 31 条
[11]   A ONE-FACTOR MULTIVARIATE TIME-SERIES MODEL OF METROPOLITAN WAGE RATES [J].
ENGLE, R ;
WATSON, M .
JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1981, 76 (376) :774-781
[12]   The generalized dynamic-factor model: Identification and estimation [J].
Forni, M ;
Hallin, M ;
Lippi, M ;
Reichlin, L .
REVIEW OF ECONOMICS AND STATISTICS, 2000, 82 (04) :540-554
[13]  
Geweke J., 1977, Latent Variables in Socio Economic Models, P365
[14]  
Harvey A. C., 1993, Handbook of Statistics, V11, P261, DOI 10.1016/S0169-7161(05)80045-8
[15]   The Local Quadratic Trend Model [J].
Harvey, Andrew .
JOURNAL OF FORECASTING, 2010, 29 (1-2) :94-108
[16]  
Joreskog K.G., 1979, Longitudinal research in the study of behavior and development, P303
[17]  
Lenglart Fabrice, 2001, DYNAMIC FACTOR ANAL
[18]  
Ljung L., 1987, System Identification: Theory for the User
[19]   The empirical risk-return relation: A factor analysis approach [J].
Ludvigson, Sydney C. ;
Ng, Serena .
JOURNAL OF FINANCIAL ECONOMICS, 2007, 83 (01) :171-222
[20]  
Lutkepohl Helmut, 1991, INTRO MULTIPLE TIME, P421