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Such linear systems have canonical models with state spaces chosen as Krein spaces whose elements are vector-valued analytic functions.
A hierarchical combination of continuous-time models with state machines yields hybrid systems; a combination of synchronous/reactive with state machines yields StateCharts (the Ptolemy II variant is close to SyncCharts).
A hierarchical combination of continuous-time models with state machines yields hybrid systems ; a combination of synchronous/reactive with state machines yields StateCharts (the Ptolemy II variant is close to SyncCharts).
Comparison of convective flow models with state of the art models which use Fick's diffusion alone (PF_FDM, MG_FDM) has been made and published convective flow models are briefly discussed.
In this section, we compare our models with state of the arts.
Open image in new window Fig. 5 Comparisons of our models with state of the arts.
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That is, few modeling studies have been completed for all possible dynamics of models with state-dependent feedback control due to the complexity [1].
Utilizing a cross-sectional multilevel design of 201,221 adults nested within 50 US states we calibrated two-level binomial hierarchical mixed models (with states specified as a random effect).
We believe that these methods could easily be employed to study more generalized models with state-dependent feedback control.
Thus, the question is how to extend all analytical techniques developed in this paper to investigate more generalized models with state-dependent feedback control.
The models with state-dependent feedback control cannot only provide natural descriptions of real life problems, but can also result in the rich dynamics of models.
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