Sentence examples for stable divergence from inspiring English sources

Historical institutionalists highlight institutions' path-dependent effect, whereby the contingent choice of one institution over another for example, private over public provision of pensions results in political actors' investment in adaptation to the selected institution and therefore in its durability and in stable divergence of countries' institutional forms.

Previous studies using microsatellites, allozymes, and SNPs show low but concordant and temporally stable divergence between Baltic and North Sea herring populations (Bekkevold et al. 2005; Larsson et al. 2007, 2010; Gaggiotti et al. 2009; Limborg et al. 2012).

The protein similarities between WSSV orthologs are highly correlated indicating that different genes have their own substitution rates, which remained relatively stable since divergence of the viruses.

Stable, accurate, divergence-free simulation of magnetized supersonic turbulence is a severe test of numerical MHD schemes and has been surprisingly difficult to achieve due to the range of flow conditions present.

In particular, when there are more than three interior steady states then the symmetric steady state can be locally stable but the divergence in the world economy can still occur.

In contrast, similar to Haloarcula pHH400, P1 was stable in the divergence of species, as was the stability of the ARS plasmid with its bearing origin oriP(S) (fig. 6).

Overall, it can be deduced that the expansion and contraction of IR region in A. comosus and other commelinids is still stable since the divergence of angiosperm, with the exception to a single species of Zingiberales.

In the EC only if there is a strong enough power, as of natural selection, to overrule the equalizing pressure by the migration, can a stable and large divergence be observed.

A second advantage, and perhaps the most critical, is that MAD appears stable when sequence divergence is unrealistically high (e.g. tree length scaled by a factor of 2; Figure 1).

In the DCIB method, the Eulerian velocity-pressure pair is discretized using divergence-conforming B-splines, leading to inf-sup stable and pointwise divergence-free Eulerian solutions.

However, this noise in the slip rate does not significantly affect the slip nor the STF due to its rapidly oscillating nature, and the overall rupture processes are shown to be numerically stable without numerical divergences (see also Fig. 10).