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We characterize the solution to (26) in the following section.
This résumé of Theorem 12.1 will be applied to characterize the solution to Problem 3.
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Furthermore, we shall characterize the solutions to the Cauchy type problem by the interval-valued integral equation under certain conditions.
The following proposition characterizes the solution to (10).
Furthermore, we can extend this result to fully characterize the solution space of DCJ-indel sorting.
For a group of 20 conformers used to characterize the solution structure, the average pairwise root-mean-square distances from the mean coordinates calculated for the backbone heavy atoms N, Cα and C′ of resideus 1 51 is 0.38 Å.
We say that the set (S_{G}^{p}) is decomposable if (chi_{A}f_{1}+chi _{A^{c}}f_{2}in S_{G}^{p}) where ((f_{1},f_{2},A)in S_{G}^{p}times S_{G}^{p}timesSigma). We recall some of the topological concepts which will be used to characterize the solution set of the evolution inclusion.
In this section, we characterize the solution in the energy-harvesting scenario.
Then, we further characterize the solution of optimal contract in two scenarios.
In the next section, we will characterize the solution of the optimization problem and corresponding transmission strategies.
In this model, R s and R ct characterize the solution resistance and charge transfer resistances, respectively.
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