Sentence examples for the processes of diversification from inspiring English sources
The integration of multiple complementary approaches is a powerful way to understand the processes of diversification and speciation.
These transitional regions are extremely important for the processes of diversification and speciation.
Although the major driving force of diversification was ecological change, the process of diversification involved a subtle interplay between ecology, genetic evolution and learned culturally transmitted traits.
As well, the more rapid the deployment of old and new information in fitness space, the more rapid the accumulation of historical correlations, slowing the process of diversification.
A problem with this approach is that geographic centres of extant diversity may not coincide with geographic centres of origin, thus conservation of currently defined hotspots may not protect the process of diversification [4].
For this reason, we focus on differentiated populations within a species – Trinidadian guppies (Poecilia reticulata) - where any reproductive barriers would be those that evolve early in the process of diversification.
The power of integrating genetic, ecological, and distributional data when studying the process of diversification is being increasingly recognized, with such approaches providing insights into the mechanisms of evolutionary divergence (e.g. allopatry versus sympatry; drift versus natural selection and adaptation) and also aiding practical taxonomic decisions [3], [7], [9], [41].
One is that the process of diversification drives changes in the rate of molecular evolution.
In contrast, negative selection favors synonymous changes and restricts the process of diversification, keeping the population more homogenous.
If these processes independently influence the process of diversification, this may lead to a non-causal association between substitution rates and net diversification.
The process of diversification throughout the ontogeny of damselfishes is mainly explained by the divergence of allometric trajectories in shape space.
