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논문검색

Accuracy Estimation of a Classifier Based on the Differences in Samples

초록

영어

The classification accuracy is an important standard to measure the quality of the classifier. Usually, the classification accuracy is assessed later, not during the classification process. Problems such as classification accuracy drops cannot be timely and effectively found. It is necessary that marking test samples when estimating classification accuracy. It is a problem that we care about that how much is the classification accuracy when a group of new samples obtained. The problem must be concerned when using and improving the classifier in the case of growing data. To solve this problem, this paper put forward different estimates from different perspectives which based on the difference between samples. One estimate is based on the difference in samples distribution, which is from the Bayesian criterion. Another estimate is based on the difference in each sample instance, which is from the K nearest neighbor classification. Classification accuracy is also estimated by using the artificial neural networks, which combine the characteristics of the above two methods. And results show the proposed methods have good effects.

목차

Abstract
 1. Introduction
 2. Classification Accuracy Estimation Based on the Differences in Samples Distribution
  2.1. MMD Statistics
  2.2. MMD Statistitcs and Classification  Accuracy
 3. Classification Accuracy Estimation Based on the Differences in Samples Instances
  3.1. MMR Statistics
  3.2. MMR Statistics and Classification Accuracy
 4. Classification Accuracy Estimation Based on the MMD and MMR
 5. Experiments and Analysis
  5.1. Experimental Settings
  5.2. Experiment One: Samples Difference, MMD and MMR
  5.3. Experiment Two: SamplesSize, MMD and MMR
  5.4. Experiment Three: Test Accuracy Estimation
 6. Conclusion
 References

저자정보

  • Min Zhang Software Theory and Technology Chongqing Key Lab, College of Computer Science,
  • Shengbo Yu Software Theory and Technology Chongqing Key Lab, College of Computer Science,

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