A valuable working resource for anyone who uses neural networks to solve real–world problems
This practical guide contains a wide variety of state–of–the–art algorithms that are useful in the design and implementation of neural networks. All algorithms are presented on both an intuitive and a theoretical level, with complete source code provided on an accompanying disk. Several training algorithms for multiple–layer feedforward networks (MLFN) are featured. The probabilistic neural network is extended to allow separate sigmas for each variable, and even separate sigma vectors for each class. The generalized regression neural network is similarly extended, and a fast second–order training algorithm for all of these models is provided. The book also discusses the recently developed Gram–Charlier neural network and provides important information on its strengths and weaknesses. Readers are shown several proven methods for reducing the dimensionality of the input data.
Advanced Algorithms for Neural Networks also covers:
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TIMOTHY MASTERS received his PhD in mathematics in 1981. Since then he has worked as a consultant to the defense community and to industry. He is the author of Practical Neural Network Recipes in C++ and Signal and Image Processing with Neural Networks: A C++ Sourcebook. His current research focuses on high–level image understanding using artificial intelligence and neural networks.
A valuable working resource for anyone who uses neural networks to solve real–world problems
This practical guide contains a wide variety of state–of–the–art algorithms that are useful in the design and implementation of neural networks. All algorithms are presented on both an intuitive and a theoretical level, with complete source code provided on an accompanying disk. Several training algorithms for multiple–layer feedforward networks (MLFN) are featured. The probabilistic neural network is extended to allow separate sigmas for each variable, and even separate sigma vectors for each class. The generalized regression neural network is similarly extended, and a fast second–order training algorithm for all of these models is provided. The book also discusses the recently developed Gram–Charlier neural network and provides important information on its strengths and weaknesses. Readers are shown several proven methods for reducing the dimensionality of the input data.
Advanced Algorithms for Neural Networks also covers:
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