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In an envisioned Dynamic Markup Language (maybe called DYML) the dynamics of Model 2 could be formalised as follows (simplified notation): Note that only the parameters k4 and k6 are allowed to vary.
Hence, the dynamics of model (1) can be considered only in (Omega_{varepsilon}).
It is well known that the dynamics of model (1.1) may be extremely complex [2].
Using these parameter values, for different initial conditions the dynamics of model (5.1) is presented in Figs. 1 5.
Given this situation, it makes sense to avoid overly specific assumptions about the dynamics of model components.
end{aligned} (1.5) This suggests that the dynamics of model (1.1) is completely determined by its second and fourth equations.
Similar(40)
Coupled oscillator theory is now a pervasive part of the theoretical neuroscientist's toolkit for studying the dynamics of models of biological neural networks.
Theoretical studies have shown that the dynamics of models with predator-dependent functional responses can differ considerably from those with prey-dependent functional responses.
TEDDY only provides the vocabulary for describing the dynamics of models.
Similarly the kinetic parameters capturing the dynamics of models with K2 can be found in the SBML models 17 32.
In materials science, Minkowski functionals have been employed to help understand the dynamics of models of the microstructure properties of foams (Lautensack and Sych, 2006).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com