1980
DOI: 10.1093/jn/110.4.765
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A Comparison of Two Nonlinear Models for Describing Intake-Response Relationships in Higher Organisms

Abstract: Comparison of two nonlinear models for describing intake-response relationships in higher organisms is presented. The first model is based on the assumption that growth processes obey saturation kinetics phenomena while the second model is based on the assumption that the absolute size of the body is the factor which determines the rate of the growth process. Comparison of the two models is illustrated by considering a typical experiment for the evaluation of intake-response relationships.

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Cited by 18 publications
(3 citation statements)
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“…Quando existe uma fase resposta em relação à ingestão de um nutriente, os modelos logísticos se ajustam melhor as respostas, devido à amplitude nas respostas resultar em um formato de curvilíneo e neste formato os modelos logísticos se ajustam com qualidade (WARE et al, 1980). No entanto, este parâmetro convergiu valores não condizentes para exigência de mantença nos períodos de 1 a 7 e 1 a 14 dias.…”
Section: Resultsunclassified
“…Quando existe uma fase resposta em relação à ingestão de um nutriente, os modelos logísticos se ajustam melhor as respostas, devido à amplitude nas respostas resultar em um formato de curvilíneo e neste formato os modelos logísticos se ajustam com qualidade (WARE et al, 1980). No entanto, este parâmetro convergiu valores não condizentes para exigência de mantença nos períodos de 1 a 7 e 1 a 14 dias.…”
Section: Resultsunclassified
“…Data were analyzed by the method of least-squares, with orthogonal polynomials used to partition treatment effects into single-degree-of-freedom contrasts . Minimum protein requirements were estimated by fitting the data to several least-squares models, including quadratic and sigmoidal exponentials (Bobbins et al, 1979;, NLIN (SAS, 1982;Ware et al, 1980) and broken-line analysis (Draper and Smith, 1981). The most adequate model was considered to be that yielding the smallest residual sums of squares.…”
Section: Discussionmentioning
confidence: 99%
“…Data were subjected to regression analyses (12) and fit to a three-parameter logistic equation. We used SAS's PROC NUN (17) to estimate the extract concentration resulting in 50% reduction in seedling length (GROso) and 50% inhibition of seed germination (GERso). The following equation was used in this procedure.…”
Section: Methodsmentioning
confidence: 99%