摘要
This paper describes the inverstigation devoted to establish suitable weights in a feed-forward neural network realizing the narrow-band filtering map in the case of adaptive line enhanccment(ALE) by the utility of the optimum common learning rate back propagation (OCLR BP) algorithm. It is found that a feed-forward network with 64 linear input and output neurons, and 8 odd sigmoid neurons in the hidden layer, i.e. an (64→8→64) architecture, could establish the specific input-output function in the case of relatively low signal-to-noise radio. Only is an input signal consisting of mixed periodic and broad-band components available to the network system. After learning, both the 'fanning-in-connection patterns', each of which consists of weights fanning into a hidden-neuron from all the outputs of input-neurons, and the 'fanning-out-connection patterns', each of which consists of weights fanning out from a hidden-neuron to all the inputs of output-neurons, are tuned to the periodic signals. The nonlinear map formed by this neural network provided substantial improvement in performance over that formed by an Adaline-ALE with same frequency resolution.
This paper describes the inverstigation devoted to establish suitable weights in a feed-forward neural network realizing the narrow-band filtering map in the case of adaptive line enhanccment(ALE) by the utility of the optimum common learning rate back propagation (OCLR BP) algorithm. It is found that a feed-forward network with 64 linear input and output neurons, and 8 odd sigmoid neurons in the hidden layer, i.e. an (64→8→64) architecture, could establish the specific input-output function in the case of relatively low signal-to-noise radio. Only is an input signal consisting of mixed periodic and broad-band components available to the network system. After learning, both the 'fanning-in-connection patterns', each of which consists of weights fanning into a hidden-neuron from all the outputs of input-neurons, and the 'fanning-out-connection patterns', each of which consists of weights fanning out from a hidden-neuron to all the inputs of output-neurons, are tuned to the periodic signals. The nonlinear map formed by this neural network provided substantial improvement in performance over that formed by an Adaline-ALE with same frequency resolution.
