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The requirements for the probabilistic model are formulated.
Environmental objectives, based on the Hysys© model, are formulated first using a life cycle assessment toolbox.
Two examples, a biped model under rotational platform disturbances and a simple skateboard model, are formulated in third section.
The basic stages of the designing of supervisory control within the limits of the offered model are formulated.
A continuum model of grain boundary segregation based on gradient thermodynamics and its discrete counterpart (discrete lattice model) are formulated.
Several, increasingly more complex, versions of the model are formulated and polynomial time algorithms are developed to find the optimal locations in each case.
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The mathematical model was formulated combining three sub-models: ATP decay, lipid phosphoryaltion/dephosphorylation, and actin nucleation.
The basic SIR model is formulated by.
The model is formulated in Sect.
This model is formulated by Eq. (11).
The mathematical model is formulated in the following section.
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