RICHARDS

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The Chapman-Richards Distribution and its Relationship to the Generalized Beta
《Forest Ecosystems》2019年第3期219-235,共17页Jeffrey H.Gove Thomas B.Lynch Mark J.Ducey 
partially supported by the USDA National Institute of Food and Agriculture,Mc Intire Stennis Project OKL0 3063;the Division of Agricultural Sciences and Natural Resources at Oklahoma State University;provided by the USDA Forest Service,Research Joint Venture 17-JV-11242306045,Old-Growth Forest Dynamics and Structure,to Mark Ducey
Background: The Chapman-Richards distribution is developed as a special case of the equilibrium solution to the McKendrick-Von Foerster equation. The Chapman-Richards distribution incorporates the vital rate assumptio...
关键词:Diameter DISTRIBUTIONS Chapman-Richards growth Generalized BETA DISTRIBUTION of the first KIND Maximum LIKELIHOOD McKendrick-Von Foerster equation Physiologically structured population model Size-structured DISTRIBUTIONS 
Methods of modeling relative growth rate被引量:2
《Forest Ecosystems》2015年第2期82-90,共9页Arne Pommerening Anders Muszta 
Background: Analysing and modelling plant growth is an important interdisciplinary field of plant science. The use of relative growth rates, involving the analysis of plant growth relative to plant size, has more or ...
关键词:Growth efficiency Growth coefficient/multiplier Chapman-Richards growth model Standardisation Simultaneous estimations 
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