Abstract
In an empirical analysis of transposable element (TE) abundance within natural populations of Mimulus guttatus and Drosophila melanogaster, we found a surprisingly high variance of TE count (e.g., variance-to-mean ratio on the order of 10 to 100). To obtain insight regarding those evolutionary genetic mechanisms that are may underlie the overdispersed population distributions of TE abundance, we developed a mathematical model of TE population genetics that includes the dynamics of element proliferation and purifying selection on TE load. The modeling approach begins with a master equation for a birth-death process and it extends the predictions of the classical theory of TE dynamics in several ways. In particular, moment-based analysis of stationary population distributions of TE load reveal that overdispersion is most likely to arise via copy-and-paste (as opposed to cut-and-paste) dynamics. Parameter studies suggest that overdispersed population distributions of TE abundance are probably not a consequence of purifying selection on total element load.
Competing Interest Statement
The authors have declared no competing interest.