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Afterwards, the paper derives sufficient conditions for reducing the size of the graph and transforming the maximum weight clique search to a simpler maximum clique discovery problem.
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Thus, the derived sufficient condition includes diffusion terms.
We derive sufficient conditions for the dissipativity of nonlinear VFDEs.
Using Lyapunov Krasovskii functional, we derive sufficient conditions for stability.
For Problem 1), we derive sufficient conditions for passivity.
Fig. 12 Useful trajectories for deriving sufficient conditions for a stable rostral rhythm.
Remark 3 In this paper, the derived sufficient condition includes diffusion terms.
By Theorem 4.1 we just need to derive sufficient conditions for (rho(Z)<1).
By using fixed point theorems, we derive sufficient criteria to ensure the existence of solutions.
Moreover, we also derive sufficient conditions for the global stability of positive solutions.
We also derive sufficient optimality conditions for an efficient solution for this problem.
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