Abstract

An estimate on the reliability of prediction in the applications of electronic nose is essential, which has not been paid enough attention. An algorithm framework called conformal prediction is introduced in this work for discriminating different kinds of ginsengs with a home-made electronic nose instrument. Nonconformity measure based on k-nearest neighbors (KNN) is implemented separately as underlying algorithm of conformal prediction. In offline mode, the conformal predictor achieves a classification rate of 84.44% based on 1NN and 80.63% based on 3NN, which is better than that of simple KNN. In addition, it provides an estimate of reliability for each prediction. In online mode, the validity of predictions is guaranteed, which means that the error rate of region predictions never exceeds the significance level set by a user. The potential of this framework for detecting borderline examples and outliers in the application of E-nose is also investigated. The result shows that conformal prediction is a promising framework for the application of electronic nose to make predictions with reliability and validity.

Highlights

  • Two main problems that the electronic nose (E-nose) faces are classification and regression.Lots of techniques, such as support vector machine (SVM) [1], k-nearest neighbors (KNN) [2,3,4], artificial neural network (ANN) [5,6], linear discriminant analysis (LDA) [2,3,4,7,8] and other methodologies, have been successfully applied for predictions with E-nose

  • Many approaches have been developed to complement these drawbacks by predicting with additional information, such as probably approximately correct learning (PAC), Bayesian learning, generalized least square regression in combination with a stepwise backward selection [9] and hold-out estimate or cross-validation

  • Every ginseng sample was pulverized into powder, and 10 g powder of every sample was put into 100 mL empty glass bottles, which has been washed with clean air for 30 min separately before

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Summary

Introduction

Two main problems that the electronic nose (E-nose) faces are classification and regression.Lots of techniques, such as support vector machine (SVM) [1], k-nearest neighbors (KNN) [2,3,4], artificial neural network (ANN) [5,6], linear discriminant analysis (LDA) [2,3,4,7,8] and other methodologies, have been successfully applied for predictions with E-nose. Two main problems that the electronic nose (E-nose) faces are classification and regression. Many approaches have been developed to complement these drawbacks by predicting with additional information, such as probably approximately correct learning (PAC), Bayesian learning, generalized least square regression in combination with a stepwise backward selection [9] and hold-out estimate or cross-validation. PAC learning does not provide any information on the reliability of individual prediction [10]. Bayesian learning and other probability algorithms, such as logistic regression [11] and Platt’s method [12], can complement every individual prediction with information of probability to indicate how every potential label is correct.

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