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Titlebook: Neural Information Processing; 22nd International C Sabri Arik,Tingwen Huang,Qingshan Liu Conference proceedings 2015 Springer Internationa

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Distributed Control for Nonlinear Time-Delayed Multi-Agent Systems with Connectivity Preservation Us divided into five different parts which are designed to meet the requirements of the nonlinear time-delayed multi-agent systems, such as preserving connectivity, learning the unknown dynamics, eliminating time delays and reaching consensus. In addition, a .-function technique is utilized to avoid
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Coevolutionary Recurrent Neural Networks for Prediction of Rapid Intensification in Wind Intensity ks trained using cooperative coevolution have shown very promising performance for time series prediction problems. In this paper, they are used for prediction of rapid intensification in tropical cyclones in the South Pacific region. An analysis of the tropical cyclones and the occurrences of rapid
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Nonlinear Filtering Based on a Network with Gaussian Kernel Functions, a preprocessor of signal processing system. For this purpose, an approach of nonlinear filtering using a network with Gaussian kernel functions is proposed for the efficient enhancement of noisy signals. In this method, the condition for signal enhancement is obtained by using the phase space analy
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Adaptive Threshold for Anomaly Detection Using Time Series Segmentation, anomalous patterns through identifying some new and unknown behaviors that are abnormal or inconsistent relative to most of the data. An efficient anomaly detection algorithm has to adapt the detection process for each system condition and each time series behavior. In this paper, we propose an ada
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Neuron-Synapse Level Problem Decomposition Method for Cooperative Neuro-Evolution of Feedforward Neral properties of the neural network. Decomposition to the synapse and neuron level has been proposed in the past that have their own strengths and limitations depending on the application problem. In this paper, a new problem decomposition method that combines neuron and synapse level is proposed f
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Lagrange Programming Neural Network for the ,-norm Constrained Quadratic Minimization,ective/contraint functions only. As the .-norm constrained quadratic minimization (L1CQM), one of the sparse approximation problems, contains the nondifferentiable constraint, the LPNN cannot be used for solving L1CQM. This paper formulates a new LPNN model, based on introducing hidden states, for s
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