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Linear models are finite sums of specified deterministic, continuous functions of time with random coefficients.
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By contrast, a first-order sentence can be categorical only if its one model is finite.
Furthermore, if the state space of the control system is bounded, the obtained symbolic model is finite.
One option would simply be to require that every model be finite, or that it involve only a finite set of atoms.
The subscale model was finite element analyzed, manufactured and tested under sagging loads.
As we will show in our analytical calculation below, the cross-spectrum for two spike trains of the STS model is finite only for.
The model is Finite Element-Based and considers coupled heat and mass transfer resistance through a non-uniform pressure and temperature metal hydride reactor.
A model is said to be finite iff its domain of individuals is finite.
We focus on intervention in binary PBNs in this paper but these results directly extend to more general PBNs having any discrete range of values since the underlying models are always finite Markov chains.
The model domain is finite, and any propagules that leave the domain die.
The designed models are verified by finite element analysis.
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