Approximation of continuous functions defined on a curve by feed-forward neural networks.

2010 Sixth International Conference on Natural Computation(2010)

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摘要
It's an important problem in computer aided geometry design to approximate continuous functions defined on a smooth curve, which is widely applied in industry and engineering. In this paper, we approximate continuous functions defined on a smooth single-value curve by means of a new and popular tool- single-hidden layer feed-forward neural networks. It's checked that the approximation is simple, quick and can be easily realized by the Matlab.
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关键词
computational geometry,feedforward neural nets,function approximation,mathematics computing,Matlab,computer aided geometry design,continuous function approximation,feedforward neural networks,popular tool- single-hidden layer,smooth single-value curve,
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