Strong law of large numbers on random graphs and random somatic cell hybrid panels
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Title Strong law of large numbers on random graphs and random somatic cell hybrid panels
Creator Namkharng Sangsrijan
Contributor Kritsana Neammanee
Publisher Chulalongkorn University
Publication Year 2550
Keyword Probabilities, Functional analysis
Abstract We investigate the strong law of large numbers of the number of vertices with a fixed degree, the number of isolated trees with a fixed order, and the number of isolated copies of a fixed connected graph in a random graph, and also investigate the strong law of large numbers of the number of pairs of chromosomes in a random panel of n distinct hybrid clones for which the Hamming distance is less than a fixed Hamming distance.
URL Website cuir.car.chula.ac.th
Chulalongkorn University

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