B.TECH. THEORY EXAMINATION (SEM–VIII) 2016-17
PATTERN RECOGNITION
Time: 3 Hours
Max. Marks : 100
Note: Be precise in your answer. In case of numerical problem assume data wherever not provided.
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SECTION – A
- Explain the following: 10 x 2 = 20
- Differentiate Classification with Clustering.
- What do you mean by pattern recognition? Explain.
- What is Learning? Discuss Supervised & Un Supervised Learning.
- Discuss Reinforcement Learning.
- What is Back Propagation Algorithm?
- Discuss Normal Density Function.
- Discuss Cluster Validation.
- What is Conditional Probability?
- Discuss various Pattern Recognition Approaches.
- Discuss Agglomerative Clustering.
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SECTION - B
2. Attempt any five parts of the following questions: 5 x 10 = 50
- What is Bay's Theorem? Explain. Also discuss Bay's Classifier using some example in detail.
- What do you mean by Clustering? Explain. Discuss K-means clustering algorithm with suitable example.
- What is a Discriminant Function? In a two class problem, the likelihood ratio is given as follows: P (X|C1) / P. Write the discriminant function in terms of the likelihood ratio.
- Discuss the Design Process of the Pattern Recognition System with suitable block diagram.
- What do you mean by Dimension Reduction? Discuss Principal Component Analysis (PCA) algorithm for dimension reduction.
- What do you mean by Fuzzy Decision making? Also discuss the Fuzzy Classification using suitable example.
- Write an algorithm for K-Nearest Neighbor Estimation. Explain.
- Explain the following and discuss their significance in Pattern Recognition with suitable example :
- Mean and Covariance
- Chi Square Test.
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SECTION - C
Attempt any two parts of the following questions: 2 x 15 = 30
- What is Baysian Decision Theory? Discuss Two Class Category Classification in detail.
- What is Hidden Markov Model (HMM)? Explain following in HMM:
- Forward Algorithm
- Backward Algorithm.
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- Write a short note on the following:
- Parametric vs. Non-Parametric Pattern Recognition methods.
- Parzen Windows
- Bayesian estimation
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