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We study some properties of the new operators and, by means of some numerical experiments, we present their use in practical computation and we show the superiority with respect to the few other approaches previously proposed in literature.
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But in all the numerical tests the initial data have to be assumed that they are either periodic or having a compact support, so that periodic boundary conditions at the periodic boundaries or two constant boundary conditions at two far apart spatial artificial boundaries can be used in practical computations.
In practical computation, impulsive and low-thrust, gravity-assisted trajectories are considered.
This opened up new fields of discovery both in practical computation, and in the discussion of human mental processes.
In practical computation, we eliminate the electric fluxes to get a linear system with the discrete potentials as the only unknowns.
In practical computation, the linear integer programming is relaxed to a linear programming by allowing d ij, e mnto take continuous values between 0 and 1.
At least, when using conforming Galerkin mixed finite element methods like the Taylor Hood element, the classical grad-div stabilization for enhancing discrete mass conservation is often neglected in practical computations.
De las Cuevas agrees and says that the value of the advance may come in practical computations.
In practical computations, we may choose good approximations K̃ and M̃ for K and M, respectively.
However, this technique is still not of full-blown use in practical applications due to heavy computation loading.
Thus, it is more competitive in the practical computation and especially in the high-dimensional case.
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