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Exact(8)
The increase was assessed to be exponential in comparing models assuming either piecewise linear or piecewise exponential increase, with the latter having better fit.
To distinguish between these two possibilities, we fit the trajectories of the selective sweeps to models assuming either uniform or decreasing fitness of the steriles relative to the rest of the population.
The models assuming narrow fields of attention consistently resulted in better fits [and thus larger Akaike (or BIC) weights] than models assuming either variable or wide fields of attention.
Maximum likelihood methods described elsewhere [ 30, 31] were used to estimate the log likelihoods of models assuming either dependency or non-dependency of gene phylogeny with the discrete variation of gene traits (i.e. overlapping or non-overlapping localization in the respective genomes).
The data were considered by using models assuming either dominant inheritance (that is, women with one or two C alleles had the same relative hazard), co-dominant inheritance (that is, the relative hazard differed between women with one C allele and those with two C alleles) or recessive inheritance (that is, only women with two C alleles were at increased risk).
Comparing multi-trait models assuming either a pleiotropic QTL affecting 2 traits or 2 QTL each affecting 1 trait gave some evidence to distinguish between these models.
Similar(52)
However, these models assume either an unrealistically high solar heating rate in the deep atmosphere or an unrealistically large equator-to-pole surface temperature gradient so that a strong Hadley circulation can exist in the deep atmosphere.
However, current techniques for estimating parameters of stochastic SIR models assume either panmixis (a fully-connected social network) or simple population structures, such as households.
Also, many existing models assumed either simplified material models (linear elasticity), idealized geometries, or geometries of a 50th percentile male human head.
When individual chemical species are considered, most models assume either no interaction or that the nature of the interaction is competition for the same rate-limiting enzyme.
Utilizing this information in an equivalent box model and assuming either 'perfect' or 'zero' interfacial adhesion, the upper and lower bounds of the yield strength can be calculated.
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