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Modelos para la estimación del índice de sitio para Pinus durangensis Martínez en San Dimas, Durango

Keywords: chapman-richards function, schumacher function, site index, logarithmic model, weibull modell, pinus durangensis.

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Abstract:

site index is the most commonly used method in mexico and in several countries to estimate the productivity of forest lands, since it is a numerical expression easy to understand and density-free. the objective of this work was to adjust model groups to predict the site index of pinus durangensis from data of a the remeasurement of 12 permanent plots settled in a natural forest in the ejido vencedores at san dimas, durango. thirteen mathematical models were adjusted through the mean square procedure, ten of which are linear and three non-linear. were adjusted three groups of models of linear simple regression, logarithmic,quadratic and a mixed model. in regard to the three non-linear, the chapman-richards and schumacher functions as well as the weibull model were tested. the best models were selected according to the degree of adjustment or pseudo r2, the f test, the mean square error (mse), the test of hypothesis of the estimators and the sign of the parameter. results show that provided the best site index estimation was the logarithmic 6 (ln[e/h] = β0 + β1[1/e]) since it revealed the highest values for the residual r2 test, which was 0.7419; mse was 0.01608 and 221.304 in the f test.

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