Abstract
Statistical tests on the distribution of the number of chiasmata per chromosome, collected from literatures, showed that they can be approximated by binomial distributions with one obligatory chiasma, i.e., B(N–1, p). N is proportional to the average number of chiasmata, while p is nearly constant for the species tested. © 1988, The Genetics Society of Japan. All rights reserved.
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CITATION STYLE
APA
Ukai, Y. (1988). Fitting of a binomial distribution to the number of chiasmata per bivalent. The Japanese Journal of Genetics, 63(3), 259–265. https://doi.org/10.1266/jjg.63.259
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