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Abstract: During DNA replication, small fragments of DNA are formed. These have been observed experimentally and the mechanism of their formation modelled mathematically. Using the stochastic model of Cowan and Chiu (1992, 1994), we find the probability distribution of the number of fragments. A new discrete distribution arises. The work has interest as an application of the recent theory on quasi-renewal equations in Piau (2000). Keywords: DNA Replication, Okazaki fragment, quasi renewal equations,... (Update)
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BibTeX entry: (Update)
@misc{ cowan-new,
author = "Richard Cowan",
title = "A new discrete distribution arising in a model of DNA replication",
url = "citeseer.ist.psu.edu/cowan00new.html" }
Citations (may not include all citations):114 The Theory of Partitions (context) - Andrews - 1976
1 Mathematics of DNA replicating forks (context) - Rao, Shanbhag et al. - 1992
1 A stochastic model of fragment formation when DNA replicates (context) - Cowan, Chiu - 1994
1 Univariate Discrete Distrubutions (context) - Johnson, Kotz et al. - 1993
1 and Iwatsuki (context) - Okazaki, Okazaki et al. - 1968
1 Quasi-renewal estimates (context) - Piau - 2000
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