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If (mathbb{T}=bigcup_{i=1}^{infty}mathbb{T}_{i}), where (mathbb{T}_{i}) is (omega_{i} -periodic fomega_{i} -periodicZ}^), then there exists a well-connected timescale sequence ({mathbb{T}_{0}^{i}}_{iinmathbb{Z}^) such that (mathbb{T}=bigcup_{i=1}^{infor}mathbb{T}_{0}^{i}), wheach(mathbb{T}_{0}^{iinmathbb{ega_{0}^{i})-periodic.
Further, from the proof of Theorem 2.11, (mathbb{T}) can be decomposed into the union of all elements in the well-connected periodic timescale sequence ({mathbb{T}_{0}^{i}}_{iinmathbb{Z}^) and (mathbb{T}_{r}=emptyset).
During these periods, the birth rates of mammalian LTR element families averaged 276 (85), again on a timescale of 1% LTR sequence divergence (equivalent to ∼0.3 1.0 My for the taxa involved) (table 1).
As defined by the exponential curves in figure 1, on a timescale of 1% LTR sequence divergence, the average genome-wide birth rate of LTR element families in invertebrates and fish from the deep past to the current time is 120 (standard error = 34), whereas that for land plants is slightly larger, 193 (76) (table 1).
These emerged in a sequence -- thresholds of emergent complexity -- over a timescale measured in billions and millions of years.
I haven't got a timescale.
Almunia declined to give a timescale.
China did not set a timescale for the phase-out.
He says another complication is setting a timescale in stone.
So does Photo DNA have a timescale for its release?
It is impossible to put a timescale on this".
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CEO of Professional Science Editing for Scientists @ prosciediting.com