Zlatkovskiĭ A P
Mol Biol (Mosk). 1988 Mar-Apr;22(2):400-5.
A mathematical model of incompatibility for plasmids that use master-replication was worked out. Formulas for calculating the segregation velocity of two incompatible plasmids and for determining the number of cell generations (l gamma), necessary to achieve a gamma-share of polyplasmid cells are given. It is shown that l gamma strives to -8 lg gamma with the increase of the copy number N, i.e. it does not depend on N. This is the main distinction of model presented from those by Novick at al. and Ishii et al., who consider the mechanisms of regular and random replication. For these mechanisms l gamma increases proportional to N. So, at N greater than 30, the difference between l gamma, calculated for the master-replication and the random replication exceeds 10. This allows to determine the mechanism of replication used by the plasmid by measuring the velosity of incompatible plasmids segregation.
构建了一个用于使用主复制的质粒不相容性的数学模型。给出了计算两个不相容质粒分离速度以及确定达到多质粒细胞γ份额所需的细胞代数(lγ)的公式。结果表明,随着拷贝数N的增加,lγ趋向于 -8 lgγ,即它不依赖于N。这是本文提出的模型与诺维克等人以及石井等人的模型的主要区别,后者考虑的是规则复制和随机复制机制。对于这些机制,lγ与N成正比增加。因此,当N大于30时,为主复制和随机复制计算的lγ之间的差异超过10。这使得通过测量不相容质粒的分离速度来确定质粒所使用的复制机制成为可能。