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Thus, a bi-dimensional birth and death process is required for modeling this system.
However, in modeling this system, the multiplicity and bi-threshold behavior are not theoretically possible according to the designed interactions.
Another reason for the limited progress in modeling this system is that the nitrogen assimilation system consists of a complicated network of interactions amongst proteins, genes and small molecules.
These numbers indeed explain why the Debye- Huckel treatment is a reasonable starting point for modeling this system.
The set of reaction rules modeling this system are (1) A A ⟼ 0.03 A A A A A A ⟼ 0.0001 A A B ⟼ 200 B A A ⟼ 3.5, where the rules are decorated with the kinetic constants of the corresponding reactions and all reaction rates are evaluated according to the mass action law.
Marketed by AdSAM Emotional Response Modeling, this system was developed over six years by Dr. Jon Morris, a professor at the University of Florida in Gainesville.
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Their inclusion in modelling this system will be computationally expensive.
We have used time automata framework to model this system by extracting real time constraints from this safety critical system.
The process of modelling this system will elucidate the algorithm which is applicable to higher order systems.
We modeled this system as four tubular reactors in series allowing the enzyme concentration to vary in each compartment.
Anyone who intends to model this system will look at existing models to adapt, refine and improve them.
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