By divergence theorem, we obtain: int_{A}mathbf{D}cdotnablanumathrm{d}ymathrm{d}x = -int_{A}rhonumathrm{d}ymathrm{d}x + int_{partial A}numathbf{D}cdot hat{mathbf{n}}mathrm{d}ymathrm{d}x.
Hybrid species followed by divergence.
3) Hybrid species followed by divergence. .
Results show that the system loses stability by divergence.
Stability is lost either by divergence or by flutter.
a A single domestication event, followed by divergence of indica and japonica.
The left panel indicates that homologous structures (AC and AB) arise by divergence from a single ancestor (ABC) during evolution.
The m-type was presumed to have evolved by divergence from O. meridionalis based on molecular nature.
The experimental results along with the theoretical ones indicate loss of stability by divergence with a subcritical nonlinear behaviour.
We found that they occurred independently at the regional scale, but co-occurred at the landscape scale, facilitated by divergence in seasonal resource use at the habitat scale.
The first was presumed to have evolved by divergence from O. meridionalis becoming differentiated as a perennial species in Australia indicating that it represents a new gene pool.
