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**Harvard**

Kühlmann-Berenzon, S. (2004) *Edge correction and regression models for quantifying single-tree influence on understory vegetation*. Göteborg : Chalmers University of Technology (Doktorsavhandlingar vid Chalmers tekniska högskola. Ny serie, nr: 2078).

** BibTeX **

@book{

Kühlmann-Berenzon2004,

author={Kühlmann-Berenzon, Sharon},

title={Edge correction and regression models for quantifying single-tree influence on understory vegetation},

isbn={91-7291-396-7},

abstract={The understory is the layer of vegetation in the forest situated under the canopies of the trees. Some species of understory vegetation benefit from the surrounding trees, e.g by the provided nutrients, while others are restricted, e.g. by the limited amount of light. <p>In this thesis, statistical methods have been developed that allow the quantification of the effect of the trees on the vegetation. This is of importance for understanding ecological dynamics as well as for decisions regarding biodiversity and forest management. The effect of the trees was calculated with an index called influence potential on a quadrat (IPQ), which uses the size of the trees and their spatial distribution. The abundance of the understory was assessed by the proportion of ground covered. The Finnish Forest Research Institute provided the data consisting of observations on trees and vegetation from more than 3000 plots distributed over Finland. <p>In Paper I, an edge correction for IPQ was developed using tools from spatial point processes. The correction eliminates the bias that originates when trees outside the plot are ignored in the calculations. Paper II suggests a logistic model for studying the absence and presence of a plant species, but conditioned on a sufficient statistic for the large-scale effects. These effects are present throughout the data and are due to factors such as climate and latitude. By conditioning, the effects are accounted for but do not require to be estimated. Paper III develops regression models for proportions assuming that the errors are Beta distributed. It uses an alternative parameterization that is more flexible and allows estimation methods not possible with the standard form. Paper IV is an exploratory study of the relationship between IPQ and the abundance of 12 species of understory vegetation.},

publisher={Institutionen för matematisk statistik, Chalmers tekniska högskola,},

place={Göteborg},

year={2004},

series={Doktorsavhandlingar vid Chalmers tekniska högskola. Ny serie, no: 2078},

keywords={beta distribution, ecology, edge effects, forestry, influence potential, logistic regression, statistical modeling, spatial point process},

}

** RefWorks **

RT Dissertation/Thesis

SR Print

ID 2332

A1 Kühlmann-Berenzon, Sharon

T1 Edge correction and regression models for quantifying single-tree influence on understory vegetation

YR 2004

SN 91-7291-396-7

AB The understory is the layer of vegetation in the forest situated under the canopies of the trees. Some species of understory vegetation benefit from the surrounding trees, e.g by the provided nutrients, while others are restricted, e.g. by the limited amount of light. <p>In this thesis, statistical methods have been developed that allow the quantification of the effect of the trees on the vegetation. This is of importance for understanding ecological dynamics as well as for decisions regarding biodiversity and forest management. The effect of the trees was calculated with an index called influence potential on a quadrat (IPQ), which uses the size of the trees and their spatial distribution. The abundance of the understory was assessed by the proportion of ground covered. The Finnish Forest Research Institute provided the data consisting of observations on trees and vegetation from more than 3000 plots distributed over Finland. <p>In Paper I, an edge correction for IPQ was developed using tools from spatial point processes. The correction eliminates the bias that originates when trees outside the plot are ignored in the calculations. Paper II suggests a logistic model for studying the absence and presence of a plant species, but conditioned on a sufficient statistic for the large-scale effects. These effects are present throughout the data and are due to factors such as climate and latitude. By conditioning, the effects are accounted for but do not require to be estimated. Paper III develops regression models for proportions assuming that the errors are Beta distributed. It uses an alternative parameterization that is more flexible and allows estimation methods not possible with the standard form. Paper IV is an exploratory study of the relationship between IPQ and the abundance of 12 species of understory vegetation.

PB Institutionen för matematisk statistik, Chalmers tekniska högskola,

T3 Doktorsavhandlingar vid Chalmers tekniska högskola. Ny serie, no: 2078

LA eng

OL 30