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On tensor-product model based representation of neural networks

机译:基于张量积模型的神经网络表示

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The approximation methods of mathematics are widely used in theory and practice for several problems. In the framework of the paper a novel tensor-product based approach for representation of neural networks (NNs) is proposed. The NNs in this case stand for local models based on which a more complex parameter varying model can numerically be reconstructed and reduced using the higher order singular value decomposition (HOSVD). The HOSVD as well as the tensor-product based representation of NNs will be discussed in detail.
机译:数学的逼近方法已在理论和实践中广泛用于一些问题。在本文的框架中,提出了一种新的基于张量积的神经网络表示方法。在这种情况下,NN代表局部模型,在该模型的基础上,可以使用高阶奇异值分解(HOSVD)在数值上重建和减少更复杂的参数变化模型。将详细讨论HOSVD以及基于张量积的NN表示。

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