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Inicio  /  Algorithms  /  Vol: 13 Par: 4 (2020)  /  Artículo
ARTÍCULO
TITULO

Stochastic Models to Qualify Stem Tapers

Edmundas Petrauskas    
Petras Rup?ys    
Martynas Narmontas    
Marius Aleinikovas    
Lina Beniu?iene and Benas ?ilinskas    

Resumen

This study examines the performance of 11 tree taper models to predict the diameter of bark at any given height and the total stem volume of eight dominant tree species in the boreal forests of Lithuania. Here, we develop eight new models using stochastic differential equations (SDEs). The symmetrical Vasicek model and asymmetrical Gompertz model are used to describe tree taper evolution, as well as geometric-type diffusion processes. These models are compared with those traditionally used for four tree taper models by using performance statistics and residual analysis. The observed dataset consists of longitudinal measurements of 3703 trees, representing the eight dominant tree species in Lithuania (pine, spruce, oak, ash, birch, black alder, white alder, and aspen). Overall, the best goodness of fit statistics of diameter predictions produced the SDE taper models. All results have been implemented in the Maple computer algebra system using the ?Statistics? and ?VectorCalculus? packages.

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