Neural Networks and Fuzzy Systems

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NEURAL NETWORKS AND 2184103
FREE PDF 2184103
Code: 2184103 Credits: 5 Semester 8 Robotics

Neural Networks and Fuzzy Systems

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Neural Networks and Fuzzy Systems Syllabus — Unit-wise Content

The official GTU curriculum for Neural Networks and Fuzzy Systems (subject code 2184103) as prescribed for Robotics · Semester 8 divides the course into 5 units, covering 33 listed topics. The unit-wise breakdown below is read from the GTU syllabus document for this subject code, so you can check what the course actually covers before deciding which papers to attempt.

Download the official syllabus PDF (2184103)

Unit 1 INTRODUCTION TO NEURAL NETWORKS

8 lecture hours

  • - Differences between Biological and Artificial Neural Networks Typical Architecture
  • Common Activation Functions
  • McCulloch - Pitts Neuron
  • Simple Neural Nets for Pattern Classification
  • Linear Separability - Hebb Net, Perceptron
  • Madeline - Architecture
  • algorithm, and Simple Applications

Unit 2 PATTERN ASSOCIATION

9 lecture hours

  • - Training Algorithms for Pattern Association - Hebb rule and Delta rule
  • Hetero associative
  • Auto associative and Iterative Auto Associative Net, Bidirectional Associative Memory - Architecture
  • Algorithm, and Simple Applications

Unit 3 COMPETITION, ADAPTIVE RESONANCE AND BACK

9 lecture hours

  • PROPAGATION NEURAL NETWORKS: - Kohonen Self Organising Maps
  • Learning Vector Quantization
  • Counter Propagation - Architecture
  • Algorithm and Applications - ART1 and ART2 - Basic Operation and Algorithm
  • Standard Backpropagation Architecture
  • derivation of Learning Rules
  • Boltzmann Machine Learning Architecture
  • Algorithm and Simple Applications

Unit 4 CLASSICAL AND FUZZY SETS AND RELATIONS

8 lecture hours

  • - Properties and Operations on Classical and Fuzzy Sets
  • Crisp and Fuzzy Relations - Cardinality
  • Properties and Operations
  • Tolerance and Equivalence Relations
  • Simple Problems

Unit 5 MEMBERSHIP FUNCTIONS

9 lecture hours

  • - Features of membership function
  • Standard forms and Boundaries
  • membership value assignments
  • Fuzzy to Crisp Conversions
  • Lambda Cuts for fuzzy sets and relations
  • Defuzzification methods
  • Strategies in small industry – Expansion
  • Joint Venture
  • Merger and Sub Contracting

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