Smart grids are expected to scale over millions of users and provide numerous services over geographically distributed entities. Moreover, smart grids are expected to contain controllable local systems (CLS) such as f...
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Sparse grids have been successfully used for the mining of vast datasets with a moderate number of dimensions. Compared to established machine learning techniques like artificial neural networks or support vector mach...
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We present a novel method to tackle the multi-class classification problem with sparse grids and show how the computational procedure can be split into an Offline phase (pre-processing) and a very rapid Online phase. ...
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In this work we propose novel algorithms for storing and evaluating sparse grid functions, operating on regular (not spatially adaptive), yet potentially dimensionally adaptive grid types. Besides regular sparse grids...
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In this paper,we consider second order elliptic ODE eigenproblems on general *** construct an efficient algorithm for computing the eigenvalue by using weighted mean combination of the linear finite element method and...
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ISBN:
(纸本)9781479941681
In this paper,we consider second order elliptic ODE eigenproblems on general *** construct an efficient algorithm for computing the eigenvalue by using weighted mean combination of the linear finite element method and corresponding 2nd-order finite difference *** first take the arithmetic mean of the two *** we compute the quasi-optimal combined parameters for different eigenvalues to improve our efficient *** algorithm we construct convergence faster and have higher accuracy than the linear finite element method and corresponding 2nd-order finite difference *** numerical examples tested on both uniform meshes and nonuniform meshes are given to illustrate the computational cost of different numerical methods for solving eigenvalue *** efficiency,all the matrices use sparse storage in our algorithm.
In this paper, we consider second order elliptic ODE eigenproblems on general grids. We construct an efficient algorithm for computing the eigenvalue by using weighted mean combination of the linear finite element met...
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In this paper, we consider second order elliptic ODE eigenproblems on general grids. We construct an efficient algorithm for computing the eigenvalue by using weighted mean combination of the linear finite element method and corresponding 2nd-order finite difference *** first take the arithmetic mean of the two methods. Then we compute the quasi-optimal combined parameters for different eigenvalues to improve our efficient algorithm. The algorithm we construct convergence faster and have higher accuracy than the linear finite element method and corresponding 2nd-order finite difference method. Some numerical examples tested on both uniform meshes and nonuniform meshes are given to illustrate the computational cost of different numerical methods for solving eigenvalue *** efficiency, all the matrices use sparse storage in our algorithm.
The proceedings contain 8 papers. The topics discussed include: 2nd MDHPCL: model-driven engineering for high performance and cloud computing;towards a solution avoiding vendor lock-in to enable migration between clou...
The proceedings contain 8 papers. The topics discussed include: 2nd MDHPCL: model-driven engineering for high performance and cloud computing;towards a solution avoiding vendor lock-in to enable migration between cloud platforms;modeling cloud architectures as interactive systems;vehicleFORGE: a cloud-based infrastructure for collaborative model-based design;a model-driven approach for price/performance tradeoffs in cloud-based MapReduce application deployment;towards domain-specific testing languages for software-as-a-service;architecture framework for mapping parallel algorithms to parallel computing platforms;and model-driven transformations for mapping parallel algorithms on parallel computing platforms.
Applications such as generator scheduling, household smart device scheduling, transmission line overload management and microgrid islanding autonomy all play key roles in the smart grid ecosystem. Management of these ...
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ISBN:
(纸本)9781467362801
Applications such as generator scheduling, household smart device scheduling, transmission line overload management and microgrid islanding autonomy all play key roles in the smart grid ecosystem. Management of these applications could benefit from short-term load prediction, which has been successfully achieved on large-scale systems such as national grids. However, the scale of the data for analysis is much smaller, similar to the load of a single transformer, making prediction difficult. This paper examines several prediction approaches for day and week ahead electrical load of a community of houses that are supplied by a common residential transformer, in particular: artificial neural networks;fuzzy logic;auto-regression;auto-regressive moving average;auto-regressive integrated moving average;and wavelet neural networks. In our evaluation, the methods use pre-recorded electrical load data with added weather information. Data is recorded from a smart-meter trial that took place during 2009-2010 in Ireland, which registered individual household consumption for 17 months. Two different scenarios are investigated, one with 90 houses, and another with 230 houses. Results for the two scenarios are compared and the performances of the evaluated prediction methods are discussed.
With the rapid development of the printing industry, the speed of the inkjet printer has soon become the focus. In view of the high requirements of printing speed, the in-depth analysis of the bottleneck, which restri...
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This paper construct a large-scale power grid online analysis architecture based on "Dispatch Cloud' architecture" and combined with the power system characteristics and large grid dispatch system online...
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