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end{aligned} The approximate solution (u_{n}) obtained in this way is called the nth multilevel solution of (1).
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Therefore, careful analysis, deliberate testing, and a phased approach to the implementation of innovative technologies are necessary to achieve the multilevel solutions of the smart ICU.
Let (u^) be the isolated solution of (2), (u_{n}in S_{n}) be the nth (standard) multilevel solution obtained from the wavelets of order p and (u_{n, i}) be the ((n+i th multilevel augmentation solution of (2).
We call (u_{n, 1}) the ((n+1)) st multilevel augmentation solution of (1).
First, to explore multilevel solutions, the algorithm recursively tries to add extra index codebooks both at coarser and finer levels.
We have generalized our search algorithm for the two-level map equation to recursively search for multilevel solutions.
In this study results are presented for the large-scale parallel performance of an algebraic multilevel preconditioner for solution of the drift-diffusion model for semiconductor devices.
In this paper, we report on the design and analysis of a multilevel method for the solution of the Ornstein Zernike Equations and related systems of integro-algebraic equations.
A robust multilevel method for computing the solution of a scalar elliptic equation with anisotropic highly varying tensor coefficients is presented.
In this paper, we study a number of multilevel schemes for the numerical solution of the shallow water equations; new schemes and new perspectives of known schemes are examined.
A multilevel wavelet collection method for the solution of partial differential equations is developed.
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