Econometrics Informing Natural Resources Management 2005
DOI: 10.4337/9781845424657.00020
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Is irrigation water demand really convex?

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Cited by 2 publications
(3 citation statements)
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“…Previous studies using mathematical programming approaches have generally found that irrigation water demand is completely inelastic below a threshold price and elastic beyond (Bontemps, Couture, and Favard, 2001). These studies derived optimal water demand for various set prices.…”
Section: Linear and Nonlinear Mathematical Programmingmentioning
confidence: 99%
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“…Previous studies using mathematical programming approaches have generally found that irrigation water demand is completely inelastic below a threshold price and elastic beyond (Bontemps, Couture, and Favard, 2001). These studies derived optimal water demand for various set prices.…”
Section: Linear and Nonlinear Mathematical Programmingmentioning
confidence: 99%
“…Others have proposed methods to statistically infer missing or incomplete data on irrigation water consumption. As mentioned earlier,Moore, Gollehon, and Carey (1994a) used the fixed, allocatable input model and assumptions of profit maximization and fixed intra-seasonal water supply to predict out-of-sample use of irrigation water on a variety of crops Bontemps, Couture, and Favard (2001). andBentemps and Couture (2002) integrate several of these approaches to estimate irrigation water demand for farmers in Southwestern France.…”
mentioning
confidence: 99%
“…El modelo de producción debe contemplar distintos cultivos, tecnologías existentes, restricciones económicas, fertilizantes, superficies cultivable, etc. Ejemplos de modelos de esta son presentados por [Varela-Ortega et al, 1998] y por [Bontemps et al, 2001], quien desarrolla modelo multiperíodo, en el cual las decisiones del agricultor pueden variar a lo largo del tiempo.…”
Section: Uso Agrícolaunclassified