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Optimization strategies for metabolic networks

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Figure 2 plots the resulting function J(t reg ) = x 5 (t final ).
Figure 5 shows a plot of j(l(t), x(t)) obtained with a near- near-optimal control function u(t)
Figure 4 Result of the optimization using the Inner Optimization with Geometric Programming (left) and Linear Programming (right).
Figure 6 Inner-Optimization algorithm. Block diagram of the Inner-Optimization algorithm.

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