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A second type of dynamics is referred as "Exponential", and is compatible with a model in which the transposition rate per copy is constant, meaning the more copies the more transposition events.
In these species, Class I elements (RNA-mediated transposition) showed a right-skewed distribution, meaning that copies of each TE family share a high identity.
For convenience, we use an ((N+1))-dimensional vector U_{n}= bigl( U^{0}_{n},U^{1}_{n}, ldots,U^{N}_{n} bigr) ^{T} to represent the approximation T, W, I, or V at time (t_{n}), the notation ((cdot )^{T}) for the transposition of a vector, and the notation (Ugeq 0), meaning that all components of a vector U are nonnegative.
The latter is a non-autonomous transposon, meaning that the elements do not encode the enzymatic machinery required for its own transposition.
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