The solution of the biharmonic equation using Adini nonconforming finite elements are considered and results for the multi-parameter asymptotic expansions and extrapolation are reported. The Adini nonconforming finite...
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The solution of the biharmonic equation using Adini nonconforming finite elements are considered and results for the multi-parameter asymptotic expansions and extrapolation are reported. The Adini nonconforming finite element solution of the biharmonic equation is shown and it have a multi-parameter asymptotic error expansion and extrapolation. This expansion and a multi-parameter extrapolation technique are used to develop an accurate approximation parallel algorithm for the biharmonic equation. Finally, numerical results have verified the extrapolation theory.
In both the regular and the irregular MPI collectives there is a correspondence between the argument lists and certain MPI derived datatypes. As a means to address and alleviate well-known memory and performance scala...
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Parallelizing complex applications even for well-behaved parallel systems often calls for different parallelization approaches within the same application. In this paper we discuss three applications from the literatu...
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A typical cloud platform provides capability of scalability, elasticity and fault tolerance. Moreover, it is designed to deal with high volumes of data on nearly unlimited number of machines. On-Line Analytical Proces...
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SYCL is an open-standard, parallel programming model for programming heterogeneous devices from Khronos. It allows single-source programming of diverse attached devices in a cross-platform manner in modern C++. SYCL p...
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Healthcare is one of the most important sectors in all countries;consuming an average of 9.5% of their domestic product. Among the widely spread endemic diseases, Diabetes is particularly a non-cured one that consumes...
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The tremendous growth in the number of files stored in filesystems makes it increasingly difficult to find desired files. Traditional keyword-based search engines are incapable of retrieving files that do not include ...
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In order to quickly and accurately estimate average size of densely packed aggregate particles on a moving conveyor belt, a new image processing method is studied, the method consists of the two major algorithms, the ...
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HPC++ is a object-oriented programming environment dedicated to distributed memory parallel computers. It is based on a process model and integrates various parallel programming paradigms. Modularisation, interfaces a...
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ISBN:
(纸本)3540593934
HPC++ is a object-oriented programming environment dedicated to distributed memory parallel computers. It is based on a process model and integrates various parallel programming paradigms. Modularisation, interfaces and dynamic configuration are basic features. Parallel prototypes may be encapsulated in subnets. In the context of an existing commercial CASE tool HPC++ will be used as target language for the translation from graphical design method into code. Within one year, exploitation of HPC++ will be started offering an object-oriented library on top of standard parallel runtime systems.
We present a systematic procedure to derive discrete analogues of integrable PDEs via Hirota’s bilinear *** approach is mainly based on the compatibility between an integrable system and its B¨acklund *** apply ...
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We present a systematic procedure to derive discrete analogues of integrable PDEs via Hirota’s bilinear *** approach is mainly based on the compatibility between an integrable system and its B¨acklund *** apply this procedure to several equations,including the extended Korteweg-deVries(Kd V)equation,the extended Kadomtsev-Petviashvili(KP)equation,the extended Boussinesq equation,the extended Sawada-Kotera(SK)equation and the extended Ito equation,and obtain their associated semidiscrete *** the continuum limit,these differential-difference systems converge to their corresponding smooth *** these new integrable systems,their B¨acklund transformations and Lax pairs are derived.
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