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Statistical modeling and design in forestry : The case of single tree models

Berhe, Leakemariam, 1960- (author)
Umeå universitet,Statistiska institutionen
Arnoldsson, Göran, Ph D (thesis advisor)
Umeå universitet,Statistiska institutionen
Broström, Göran, Professor (thesis advisor)
Umeå universitet,Statistiska institutionen
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Rasch, Dieter, Professor (opponent)
Universität für Bodenkultur Wien
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 (creator_code:org_t)
ISBN 9789172645011
Umeå : Statistik, 2008
English 22 s.
Series: Statistical studies, 1100-8989 ; 1100-8989
  • Doctoral thesis (other academic/artistic)
Abstract Subject headings
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  • Forest quantification methods have evolved from a simple graphical approach to complex regression models with stochastic structural components. Currently, mixed effects models methodology is receiving attention in the forestry literature. However, the review work (Paper I) indicates a tendency to overlook appropriate covariance structures in the NLME modeling process.A nonlinear mixed effects modeling process is demonstrated in Paper II using Cupressus lustanica tree merchantable volume data and compared several models with and without covariance structures. For simplicity and clarity of the nonlinear mixed effects modeling, four phases of modeling were introduced. The nonlinear mixed effects model for C. lustanica tree merchantable volume with the covariance structures for both the random effects and within group errors has shown a significant improvement over the model with simplified covariance matrix. However, this statistical significance has little to explain in the prediction performance of the model.In Paper III, using several performance indicator statistics, tree taper models were compared in an effort to propose the best model for the forest management and planning purpose of the C. lustanica plantations. Kozak's (1988) tree taper model was found to be the best for estimating C. lustanica taper profile.Based on the Kozak (1988) tree taper model, a Ds optimal experimental design study is carried out in Paper IV. In this study, a Ds-optimal (sub) replication free design is suggested for the Kozak (1988) tree taper model.

Subject headings

NATURVETENSKAP  -- Matematik -- Sannolikhetsteori och statistik (hsv//swe)
NATURAL SCIENCES  -- Mathematics -- Probability Theory and Statistics (hsv//eng)

Keyword

Forest data
Covariance structures
Nonlinear mixed effects models
Tree taper models
Ds-optimal design
Replication-free design.
Statistics
Statistik

Publication and Content Type

vet (subject category)
dok (subject category)

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