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=Bayes Decision Theory=
 
=Bayes Decision Theory=
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Bayes Decision Theory is concerned with the problem of classifying data. The core of Bayesian Decision Theory is Bayes rule, which is based on the principle that one should choose the most likely class given the observation. By following Bayes rule, one achieves the minimum possible probability of error.
  
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==Lecturers on Bayes Decision Theory==
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*ECE662 Spring 2010, Prof. Boutin [[Lecture4ECE662S10|Lecture 4]]
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*ECE662 Spring 2010, Prof. Boutin [[Lecture5ECE662S10|Lecture 5]]
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*ECE662 Spring 2008, Prof. Boutin [[Lecture_3_-_Bayes_classification_OldKiwi|Lecture 3 introducing Bayes decision rule]]
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*ECE662 Spring 2008, Prof. Boutin [[Lecture_4_-_Bayes_Classification_OldKiwi|Lecture 4 on Bayes Decision Rule]]
  
  
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==Lecture Notes on Bayes Decision Theory==
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*ECE662 Spring 2008, Prof. Boutin [[Lecture_3_-_Bayes_classification_OldKiwi|Lecture 3 introducing Bayes decision rule (student notes)]]
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*ECE662 Spring 2008, Prof. Boutin [[Lecture_4_-_Bayes_Classification_OldKiwi|Lecture 4 on Bayes Decision Rule (student notes)]]
  
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==Relevant Homework==
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*ECE662 Spring 2010, Prof. Boutin [[Hw1_ECE662Spring2010| HW1]]
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*ECE662 Spring 2010, Prof. Boutin [[Homework_1_OldKiwi| HW1]]
  
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==Interesting Student Pages Related to Bayes Decision Theory==
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*[[Bayes_Rate_Fallacy:_Bayes_Rules_under_Severe_Class_Imbalance|Bayes rule under severe class imbalance]]
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*[[Bayesian_Decision_Theory_OldKiwi|Page with subtopics related to Bayes Decision Theory]]
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*[[ECE662_topic2_discussions|Some topics related to Bayes decision rule]]
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*[[EE662Sp10OptimalPrediction|Is Bayes truly the best? Comparison with other approaches]]
  
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==Useful Links==
  
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[[ ECE662|Back to ECE662]]
 
[[ ECE662|Back to ECE662]]

Latest revision as of 09:25, 15 April 2010


Bayes Decision Theory

Bayes Decision Theory is concerned with the problem of classifying data. The core of Bayesian Decision Theory is Bayes rule, which is based on the principle that one should choose the most likely class given the observation. By following Bayes rule, one achieves the minimum possible probability of error.

Lecturers on Bayes Decision Theory


Lecture Notes on Bayes Decision Theory

Relevant Homework

  • ECE662 Spring 2010, Prof. Boutin HW1
  • ECE662 Spring 2010, Prof. Boutin HW1

Interesting Student Pages Related to Bayes Decision Theory

Useful Links


Back to ECE662

Alumni Liaison

Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

Dr. Paul Garrett