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Here we adapt our stress transfer model incorporating rate and state dependent friction law to the CSEP Japan seismicity forecast.
The likelihood of each model incorporating rate variation was compared with that of the relevant constant rate model.
The results show that models incorporating rate variation fit the data better than do constant rate models in many phylogenetic groups.
Numerous examples of the importance of incorporating rate variation among sites for the correct phylogenetic inference are found in the literature [ 45– 45].
The former problem has been addressed in several ways, including incorporating rate heterogeneity across sites [ 26] and among lineages into models used in phylogenetic analyses [ 31- 34].
The same set of data from the Bacillus group in [ 13] was used to initially test the performance of the models incorporating rate variation.
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The RUC model incorporates rate dependent plasticity.
The proposed algorithm naturally incorporates rate constraints and the complexity of the algorithm compares favorably to a known resource allocation algorithm, where a multiuser extension is made to incorporate the rate constraints.
Thus, anelasticity represents an extension of elasticity (as embodied in Hooke's law, σ = E ε) to incorporate rate effects and relaxation[5].
Thus, anelasticity represents an extension of elasticity (as embodied in Hooke's law, σ = E ε) to incorporate rate effects and relaxation [5].
Traditionally, two possible methods are adopted to incorporate rate dependency, which are either via a temporal critical stress or a temporal critical separation.
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