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In-pile irradiation test results showed that irradiation did not lead to apparent change in linear dimensional, geometrical density, porosity and strength of matrix graphite samples.
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It is essential to use tertiary and quaternary information to test homologies suggested in linear (one dimensional) information, and we have used many standard programs that are outlined later.
It is well known that eukaryotic gene expression regulation involves combinatorial control of TFs, which could be organized both in linear and three-dimensional conformations [ 5].
aSamples of synovial fluid were subjected to two-dimensional electrophoresis in linear pH 4 7 isoelectric focusing gradients followed by reduced 5% SDS PAGE and Western blot analysis using mAb 1936 specific for the N-terminal heparin-binding domain of fibronectin.
In this paper, the D- and Ds-optimal design problems in linear regression models with a one-dimensional control variable and a k-dimensional response variable are considered.
It is revealed that chromatin interactions can occur in clusters of contact points and that the actual anchor points, in a linear two-dimensional representation, can be found separated by hundreds of kilobases and in some cases megabases.
Quantile regression forest have more problems in fitting the correct conditional quantiles, which further explains why the resulting PIs fail to achieve the conditional coverage in Table 1. Figure 3 displays the resulting effect estimates from 100 simulation runs of quantile boosting in the linear high-dimensional setup.
In our implementation, we focused on two-dimensional crack modeling in linear elasticity.
In contrast to the linear, few dimensional single-cell models considered in this work, liquid state machines retain some information about past stimuli for periods of time that are much longer than the slower time scale in the system.
We develop a T-spline isogeometric boundary element method (IGABEM) (Simpson et al., 2012; Scott et al., 2013; Simpson et al., 2014) to shape sensitivity analysis and gradient-based shape optimization in three dimensional linear elasticity.
In this paper, we discuss a new method for computing the first Dirichlet eigenvalue of the p-Laplacian inspired by the inverse power method in finite dimensional linear algebra.
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