Image Processing and Neural Networks Lab
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Reference Text: Neural Networks; A Comprehensive Foundation, by Simon Haykin
Professor: M. T. MANRY
A Neural Network is a nonlinear signal processor which: (1) Has good approximation properties, (2) Has basis functions which adapt during a training process, (3) Closely mimics the optimal processor, and (4)
Can have its computational load varied incrementally (1) Learn neural network architectures (MLP, RBF, SVM, SOM), their training algorithms, their relationships to optimal processors, and methods for predicting their capabilities. (2) Produce neural net training software that is competitive with that commercially available. (3) Learn how to evaluate nonlinear signal processors (both neural and conventional). The evaluation metrics include mean-square error, classification error, free parameters, pattern storage, number of multiplie to process an input, and multiplies per training iteration. (4) Learn how neural nets are applied in character recognition, power load forecasting, financial
analyses, medical imaging, and remote sensing.
Prerequisites: None.
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