Artificial Neural Networks Videos, PPTs, lecture notes, assignments, question papers for jntuk, jntuh, jntua, vtu, bput, kiit, vit, anna universities
Artificial Neural Networks free videos and free material uploaded by Ramanjaneyulu K .
OBJECTIVES:
• Understand the role of neural networks in engineering, artificial intelligence, and cognitive modeling.
• Provide knowledge of supervised learning in neural networks
• Provide knowledge of computation and dynamical systems using neural networks
• Provide knowledge of reinforcement learning using neural networks.
• Provide knowledge of unsupervised learning using neural networks.
• Provide hands-on experience in selected applications
UNIT-I:
Introduction and ANN Structure. Biological neurons and artificial neurons. Model of an ANN. Activation functions used in ANNs. Typical classes of network architectures.
UNIT-II
Mathematical Foundations and Learning mechanisms.Re-visiting vector and matrix algebra. State-space concepts. Concepts of optimization. Error-correction learning. Memory-based learning. Hebbian learning. Competitive learning.
UNIT-III
Single layer perceptrons. Structure and learning of perceptrons. Pattern classifier - introduction and Bayes' classifiers. Perceptron as a pattern classifier. Perceptron convergence. Limitations of a perceptrons.
UNIT-IV:
Feed forward ANN. Structures of Multi-layer feed forward networks. Back propagation algorithm. Back propagation - training and convergence. Functional approximation with back propagation. Practical and design issues of back propagation learning.
UNIT-V:
Radial Basis Function Networks. Pattern separability and interpolation. Regularization Theory. Regularization and RBF networks.RBF network design and training. Approximation properties of RBF.
UNIT-VI:
Support Vector machines. Linear separability and optimal hyperplane.Determination of optimal hyperplane. Optimal hyperplane for nonseparable patterns.Design of an SVM.Examples of SVM.
OUTCOMES:
• This course has been designed to offer as a graduate-level/ final year undergraduate level elective subject to the students of any branch of engineering/ science, having basic foundations of matrix algebra, calculus and preferably (not essential) with a basic knowledge of optimization.
• Students and researchers desirous of working on pattern recognition and classification, regression and interpolation from sparse observations; control and optimization are expected to find this course useful. The course covers theories and usage of artificial neural networks (ANN) for problems pertaining to classification (supervised/unsupervised) and regression.
• The course starts with some mathematical foundations and the structures of artificial neurons, which mimics biological neurons in a grossly scaled down version. It offers mathematical basis of learning mechanisms through ANN. The course introduces perceptrons, discusses its capabilities and limitations as a pattern classifier and later develops concepts of multilayer perceptrons with back propagation learning.
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