References
- Bass , F. M. 1969 . A new product growth model for consumer durables . Management Science , 15 : 215 – 227 .
- Berndt , E. 1991 . The Practice of Econometrics: Classic and Contemporary , Reading, MA : Addison-Wesley .
- Deaton , A. 1986 . “ Demand analysis ” . In Handbook of Econometrics , Edited by: GRILLICHES , Z. and INTRILLIGATOR , M. D. Vol. 111 , Amsterdam : North-Holland .
- EIA (1981–1989) Electrical Merchandising (EIA).
- EIA (1981–1989) Electronic Market Data Handbook (EIA).
- Haff , L. R. 1980 . Empirical Bayes estimation of the multivariate normal covariance matrix . Annals of Statistics , 8 : 586 – 597 .
- Jain , D. and RAO , R. C. 1990 . Effect of price on the demand for durables . Journal of Business and Economic Statistics , 8 : 163 – 170 .
- Kakwani , N. C. 1967 . The unbiasedness of Zellner's seemingly unrelated regression equations estimators . Journal of the American Statistical Association , 62 : 141 – 142 .
- Mahajan , V. and WIND , Y. 1986 . Innovation Diffusion Models of New Product Acceptance , Massachusetts : Ballinger .
- Mahajan , V. , MULLER , E. and BASS , F. M. 1990 . New product diffusion models in marketing: a review and directions for research . Journal of Marketing , 54 : 1 – 26 .
- Moriarty , M. 1975 . Cross-sectional, time-series issues in the analysis of marketing decision variables . Journal of Marketing Research , 12 : 142 – 150 .
- Rogers , E. M. 1983 . Diffusion of Innovations , 3rd , New York : The Free Press .
- Srivastava , V. K. and GILES , D. E. A. 1987 . Seemingly Unrelated Regression Equation Models , New York : Dekker .
- Ullah , A. and RACINE , J. 1992 . “ Smooth improved estimators of econometric parameters ” . In Readings in Econometric Theory and Practice , Edited by: GRIFFITH , W. E. and et al . North Holland . in honor of G. JUDGE
- Wittink , D. 1977 . Exploring territorial differences in the relationship between marketing variables . Journal of Marketing Research , 14 : 145 – 155 .
- Zellner , A. 1962 . An efficient estimation of seemingly unrelated regression equations and tests of aggregation bias . Journals of the American Statistical Association , 57 : 500 – 509 .