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Both full and sparse tensor product grids based on Gauss and Clenshaw-Curtis quadrature rules are considered.
This happens when four distinct parameters are simultaneously heterogeneous (independently of one another) for both full and sparse grids.
We also compare the Ehrlich Aberth method and the Durand Kerner one on both full and sparse polynomials.
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A comparison of the error in calculating the period of collective oscillation using full and sparse grids is shown in Figure 15.
In addition, we evaluated the power of haploPS via simulations to locate true signals of positive selection for haplotype data with a sparse set of SNPs, and also performed an empirical comparison of the degree of overlap in the selection signals found for the HapMap populations using the full and sparse sets of SNPs.
We performed simulations to investigate methods for controlling type I error and optimizing power considering both full and partial pedigrees and, similarly, both sparse and dense marker coverage; we also examined real data sets.
In particular, preambles of short duration and of both the block (full) and comb (sparse) types were designed so as to minimize the channel estimation mean squared error (MSE) subject to a given transmit energy.
The garden and the veranda are both cluttered and sparse, poor and ugly.
The system is both large and sparse.
SR2MCC considers both correlation and sparse discrimination among multiple views.
Goal 2: v contains only objects with sparse oscillating patterns and v shall be both smooth and sparse.
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