Stochastic Bifurcation Processes and Distributions of Fractions

The stochastic bifurcation process, which partitions a unit into its positive fractions z 1 , ..., Z I ; such that z 1 , + ... + z I , = 1, is characterized by a topology and probability law governing the (I - 1) bifurcations. Aside from describing many natural phenomena, such as flows in dendritic...

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Veröffentlicht in:	Journal of the American Statistical Association 1993-03, Vol.88 (421), p.345-354
Hauptverfasser:	Krzysztofowicz, Roman, Reese, Sharon
Format:	Artikel
Sprache:	eng
Schlagworte:	Bifurcation process Cardinality Computer networking Correlations Dendritic network Dirichlet distribution Exact sciences and technology Fraction Fractions Markov processes Mathematical vectors Mathematics Partition Probability and statistics Probability theory and stochastic processes Sciences and techniques of general use Special processes (renewal theory, markov renewal processes, semi-markov processes, statistical mechanics type models, applications) Stochastic models Theory and Methods Topological regularity Topological vector spaces Topology
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