Heterogeneous many-core architectures offer a way to cope with energy consumption limitations of various computing systems from small mobile devices to large datacenters. However, programmers typically must consider a...
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Classifying various precise manual movements based on electroencephalogram (EEG) signals presents an important research obstacle, particularly in the category of motor rehabilitation within brain-computer interface (B...
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The orthogonality in Hilbert spaces is extended to the general Banach spaces and a concrete shift-invariant orthogonal family in L^1(R) is constructed. The corresponding projection approximation theorems and the algor...
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The orthogonality in Hilbert spaces is extended to the general Banach spaces and a concrete shift-invariant orthogonal family in L^1(R) is constructed. The corresponding projection approximation theorems and the algorithms for signal decomposition and reconstruction are established.
作者:
KAANDORP, JAUniversity of Amsterdam
Parallel Scientific Computing and Simulation Group Faculty of Mathematics and Computer Science Kruislaan 403 1098 SJ Amsterdam The Netherlands
The growth forms of a series of samples of the sponge Haliclona oculata, collected along an environmental gradient, are compared to a series of three-dimensional simulated growth forms. In the series of three-dimensio...
The growth forms of a series of samples of the sponge Haliclona oculata, collected along an environmental gradient, are compared to a series of three-dimensional simulated growth forms. In the series of three-dimensional objects the environmental gradient is simulated by gradually changing a model parameter that represents the capabilities of the transport system by which nutrients are transported through the sponge tissue. Actual and simulated forms are compared by applying methods from mathematical morphology. (C) 1995 Academic Press Limited
We summarise our ab initio calculations on diamond to date and their consequences for diamond film growth. Local spin density calculations on 50 and 62 atom clusters have given good estimates for hydrogenation reactio...
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We summarise our ab initio calculations on diamond to date and their consequences for diamond film growth. Local spin density calculations on 50 and 62 atom clusters have given good estimates for hydrogenation reactions including activation energies and surface reconstructions. Larger calculations on the icosahedral, tetrahedrally bonded C-100 molecule reveal it should spontaneously decompose into two concentric fullerenes (C-20 and C-80). It is possible that a similar mechanism might cause graphitisation at a diamond asperity if hydrogen were not present, at least where a twin boundary meets the surface. However, the saturated, tetrahedrally bonded C100H60 molecule was found to be stable, elegantly illustrating one of the much discussed roles of hydrogen in diamond growth. We have tested the graphite-diamond interface model of Lambrecht et al. (Nature, 364 (1993) 607-610) and find the interface to be stable, but less so than their interatomic potential calculations suggested. We find some evidence for bond reconstruction and basal dislocation formation.
Understanding and predicting the properties of inorganic materials is crucial for accelerating advancements in materials science and driving applications in energy, electronics, and beyond. Integrating material struct...
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We introduce a class of multilevel recursive incomplete LU preconditioning techniques (RILUM) for solving general sparse matrices. This technique is based on a recursive two by two block incomplete LU factorization on...
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Mangrove forests in the Philippine coastline are susceptible to severe damage due to tropical storms. These mangrove forests provide a home for other plants and animals as well as providing resources for people living...
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In this paper we evaluate two life science algorithms, namely Needleman-Wunsch sequence alignment and Direct Coulomb Summation, for GPUs. Whereas for Needleman-Wunsch it is difficult to get good performance numbers, D...
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In this paper,a fast algorithm for Euler’s elastica functional is proposed,in which the Euler’s elastica functional is reformulated as a constrained minimization *** the augmented Lagrangian method and operator spli...
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In this paper,a fast algorithm for Euler’s elastica functional is proposed,in which the Euler’s elastica functional is reformulated as a constrained minimization *** the augmented Lagrangian method and operator splitting techniques,the resulting saddle-point problem is solved by a serial of *** tackle the nonlinear constraints arising in the model,a novel fixed-point-based approach is proposed so that all the subproblems either is a linear problem or has a closed-form *** show the good performance of our approach in terms of speed and reliability using numerous numerical examples on synthetic,real-world and medical images for image denoising,image inpainting and image zooming problems.
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