Question Paper: Soft Computing Question Paper - December 2016 - Computer Engineering (Semester 7) - Mumbai University (MU)
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## Soft Computing - December 2016

### MU Computer Engineering (Semester 7)

Total marks: --
Total time: --
INSTRUCTIONS
(1) Assume appropriate data and state your reasons
(2) Marks are given to the right of every question
(3) Draw neat diagrams wherever necessary
1(a) Define Support,
Core,
Crossover points,
Normality and Convex Fuzzy sets.
5 marks

1(b) What are the types of neural processing? 5 marks

1(c) State difference between derivative based and derivative free optimization techniques? 5 marks

1(d) What are the features of hybrid system? Why is it required? 5 marks

2 Design a fuzzy controller for a train apporaching or leaving a station. The inputs are the distance from the station and speed of the train. The output is the amount of brake power used. Use four descriptors each for inputs and output and design using mamdani fuzzy model. Derive set of rules for control action and defuzzification. The design should be supported by figures. Prove that if the train is at a short distance with great speed the brake power required would be very high and vice versa. 5 marks

3(a) Four steps of Hebbian learning of single neuron network is implemented starting with w1=[1-1] at the rate =1, using the inputs given below: X1=[1-2]
X2 =[0,1]
X3 =[2,3]
X4 = [1,1] Find final weights for binary continous activatinon function.
5 marks

3(b) Explain Error Back Propagation traning algorithm with flow chart. 5 marks

4(a) How is LVQ working as a classifier? With neat flow explain the working of LVQ? 5 marks

4(b) What are the steps in Genetic Algorithm? Explain examples the uniform crossver,
tournament selection and mutation.
5 marks

5(a) What are the types of Fuzzy Inference Systems? Explain each with appropriate diagrams. 5 marks

5(b) Explain ANFIS architecture with a neat diagram. 5 marks

### Write a short note on any four Q6.(a, b, c, d, e)

6(a) Fuzzy extension principle 5 marks

6(b) Flowchart of Single Discrete Preceptron Algorithm (SDPTA) 5 marks

6(c) Kohonen Learning Algorithm 5 marks

6(d) Newton's Method in derivative based optimization 5 marks

6(e) CANFIS 5 marks