optical character recognition using bayesian networks
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Problem Tool Harder problem Experiments Result Optical Character Recognition using Bayesian Networks Ioannis Klasinas iklasinas@telecom.tuc.gr July 11, 2007 Ioannis Klasinas iklasinas@telecom.tuc.gr Optical Character Recognition using


  1. Problem Tool Harder problem Experiments Result Optical Character Recognition using Bayesian Networks Ioannis Klasinas iklasinas@telecom.tuc.gr July 11, 2007 Ioannis Klasinas iklasinas@telecom.tuc.gr Optical Character Recognition using Bayesian Networks

  2. Problem Tool Harder problem Experiments Result Problem Letter Recognition Using Holland-Style Adptive Classifiers , Peter W. Frey, David J. Slate English capital letters 20000 instances (bitmap fonts) 45x45 pixel bitmap Images distorted (linear magnification, aspect radio, horizontal/vertical wrap) 16 features extracted 82.7% accuracy Others 93,6% (Statlog ALLOC80) Ioannis Klasinas iklasinas@telecom.tuc.gr Optical Character Recognition using Bayesian Networks

  3. Problem Tool Harder problem Experiments Result Weka Weka (http://www.cs.waikato.ac.nz/ml/weka/) Various classification methods Used Bayes networks 87.5% accuracy, 4 parents per node Ioannis Klasinas iklasinas@telecom.tuc.gr Optical Character Recognition using Bayesian Networks

  4. Problem Tool Harder problem Experiments Result Digit OCR Scanned handwritten digits 16x16 grayscale bitmaps 9200 instances Threshold to convert to b/w Extracted features Normalized as above NRR-1:94.5%, Bayes:38.2% Ioannis Klasinas iklasinas@telecom.tuc.gr Optical Character Recognition using Bayesian Networks

  5. Problem Tool Harder problem Experiments Result Experiments Experimented with 1 threshold 2 max parents number Best result for threshold=0.2, max parents=16 Ioannis Klasinas iklasinas@telecom.tuc.gr Optical Character Recognition using Bayesian Networks

  6. Problem Tool Harder problem Experiments Result Threshold Figure: Bitmaps, for threshold -0.5/0/0.5 Ioannis Klasinas iklasinas@telecom.tuc.gr Optical Character Recognition using Bayesian Networks

  7. 84 th=-0.5 th=-0.4 th=-0.3 83 th=-0.2 th=-0.1 th=0 82 th=0.1 th=0.2 th=0.3 81 th=0.4 80 79 78 77 76 75 74 0 2 4 6 8 10 12 14 16 18 Figure: Results

  8. Problem Tool Harder problem Experiments Result Discussion Handwritten OCR tough problem Weka unpredictable Bayesian networks inferior to other approaches for this problem More appropriate features needed Ioannis Klasinas iklasinas@telecom.tuc.gr Optical Character Recognition using Bayesian Networks

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