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logistic curve
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| Publications: |
Gutierrez, R., A. Nafidi, R. Gutierrez Sanchez. 2005. Forecasting total natural gas consumption in Spain by using the stochastic Gompertz innovation diffusion model. Applied Energy 80 115–124. |
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Meade, Nigel, Towhidul Islam. 2001. Forecasting the diffusion of innovations. In Principles of forecasting. J. S. Armstrong (Ed.), Boston: Kluwer Academic Publishers. |
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Meade, Nigel, Towhidul Islam. 1998. Technological forecasting: model selection, model stability and combining models. Management Science 44 1115–1130. |
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Meade, Nigel, Towhidul Islam. 1995. Forecasting with growth curves: an empirical comparison. International Journal of Forecasting 11 199–215. |
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Debecker, Alain, Theodore Modis. 1994. Determination of the uncertainties in s-curve logistic fits. Technological Forecasting and Social Change 46.2 153-173. |
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Bewley, Ronald, Denzil G. Fiebig. 1988. Flexible logistic growth model with applications in telecommunications. International Journal of Forecasting 4 177–192. |
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Oren, Shmuel S., Rick G. Schwartz. 1988. Diffusion of new products in risk-sensitive markets. Journal of Forecasting 7 231–287. |
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Tanny, Stephen M., Nicholas A. Derzko. 1988. Innovators and imitators in innovation diffusion modeling. Journal of Forecasting 7 (4) 225-234. |
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Oliver, Robert M. 1987. A Bayesian model to predict saturation and logistic growth. Journal of the Operational Research Society 38 (1) 49-56. |
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McGowan, Ian. 1986. The use of growth curves in forecasting market development. Journal of Forecasting 5 (1) 69-71. |
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Harvey, A. C. 1984. Time series forecasting based on the logistic curve. Journal of the Operational Research Society 35 641–646. |
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Meade, Nigel. 1984. The use of growth curves in forecasting market development – a review and appraisal. Journal of Forecasting 3 429–451. |
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Sharp, J. A. 1984. An interpretation of the non-symmetric responding logistic model in terms of price and experience effects. Journal of Forecasting 3 (4) 453-456. |
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Easingwood, Christopher J., Vijay Mahajan, Eitan Muller. 1981. A nonsymmetric responding logistic model for forecasting technological substitution. Technological Forecasting and Social Change 20 199–213. |
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Bain, A. D. 1963. Demand for new commodities. Journal of the Royal Statistical Society 16 285–299. |
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Nelder, J. A. 1962. An alternative form of a generalized logistic equation. Biometrics 18 (December) 614-616. |
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