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The first divergence refers to different manipulations of prediction.
Divergence refers to a gap between the participants' perspectives (differing opinions) regarding a particular subject [ 19].
Type-I functional divergence refers to the evolutionary process resulting in a site-specific shift in the evolutionary rate after gene duplication, whereas Type-II functional divergence refers to the site-specific amino acid physiochemical property shift.
Type-I functional divergence refers to evolutionary processes resulting in site-specific rate shifts after gene duplication, while Type-II results in site-specific property shifts.
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The stepwise recombination suppressions from the distal long arm to the distal short arm of the chromosomes are reflected as regions with distinct X-Y divergence, referred to as evolutionary strata on the X.
Type-I divergences result from altered functional constraints (i.e., different evolutionary rates) between duplicate genes, whereas type-II divergences refer to residues that are conserved by functional constraints but exhibit different physicochemical properties (e.g., charge or hydrophobicity) between duplicates.
I first reduced the dimensionality of the 11 shape variables by calculating morphological divergence scores for each individual along the stream reservoir gradient based on a divergence vector (referred to as habitat divergence vector hereafter) as defined by Langerhans (2009).
The divergence is referred to as the Great Decoupling by Brynjolfsson and McAfee.
Such an allopatric diversification without phenotypic (and perhaps ecological) divergence is referred to as morphostatic radiation [ 58] or non-adaptive radiation [ 59].
Although historically it makes sense to talk about sequence diversity and divergence when referring to duplicated regions of the genome, from here on and for the sake of simplicity, we will use the term variation to refer to both because we will measure both diversity and divergence by calculating π within and between copies.
For the basic properties of the Csiszár f-divergence, we refer the reader to [21, 22] and [23].
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