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This is motivated by the fact that the matrix which needs to be inversed in RZF or MMSE precoding is a positive definite Hermitian matrix and tends to be diagonal dominant in massive MIMO systems [1], which provides the potential to utilize the Cholesky-Decomposition [11] and Sherman-Morrison lemma [12].
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MMP-2 has many functions beyond the extracellular matrix which need to be revealed.
The results are large time-varying matrices, which needs to be properly visualized.
Unlike traditional randomized gossip algorithms, push-sum mechanism based BMGA preserves the sums and weights, and admits stochastic diffusion matrices which need not be doubly stochastic.
From the computational point of view, the most complex operation in this algorithm is related with the calculation of the covariance and correlation matrices which need to be compared in order to determine the number of endmmebers.
Some formulas are given in order to obtain the matrix J, which need not be symmetric, by using the GSF and the structure of the GSF is studied.
In the RLS we derived a simple recursive algorithm, which needs no matrix calculation, and so largely reduces the computational cost.
We synthesized a novel porous scaffold, a collagen sponge incorporating a hydroxyapatite/chondroitinsulfate composite (pCol-HAp/ChS), containing materials which resemble extracellular matrices in bone and cartilage tissues, which needs high compressive strength for clinical use.
Nano-silica is extensively used in cement matrix, though their mixing is a challenge which needs to be addressed.
We speculate that matrix rigidity might similarly affect the cell invasiveness in vivo, which needs to be confirmed in the future studies.
Typically, the sum formula of the fragment ion is applied to calculate a correction matrix, which is needed to solve the linear equation system for accurate MID calculation (Lee et al., 1991).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com