Computerized delimitation of odorant areas in gas-chromatography-olfactometry by kernel density estimation: Data processing on French white wines
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Titre | Computerized delimitation of odorant areas in gas-chromatography-olfactometry by kernel density estimation: Data processing on French white wines |
Type de publication | Journal Article |
Year of Publication | 2017 |
Auteurs | Blanquet J, Le Fur Y, Ballester J |
Journal | CHEMOMETRICS AND INTELLIGENT LABORATORY SYSTEMS |
Volume | 167 |
Pagination | 29-35 |
Date Published | AUG 15 |
Type of Article | Article |
ISSN | 0169-7439 |
Mots-clés | Detection frequency method, GC-Olfactometry, Kernel density estimation, Olfactogram, Parzen-Rosenblatt, Tschuprow's T coefficient |
Résumé | {GC-O using the detection frequency method gives a list of odor events (OEs) where each OE is described by a linear retention index (LRI) and by the aromatic descriptor given by a human assessor. The aim of the experimenter is to gather OEs in a total olfactogram on which he tries to delimit odorant areas (OAs), then to compute each detection frequency. This paper proposes a computerized mathematical method based on kernel density estimation that makes up the total olfactogram as continuous and differentiable function from the OEs LRI only. The corresponding curve looks like a chromatogram, the peaks of which are potential OAs. The limits of an OA are the LRI of the two minima surrounding the peak. The method was applied on a big data set 18 white wines, 17 assessors, 13,037 OEs. A previous manual delimitation made by the experimenter was used as benchmark to test the quality of the rendition by the computed delimitation. A contingency table containing the numbers of OEs that belonged to both benchmark OAs and computed OAs was built. This table enabled to assess the quality of the global rendition (Tschuprow's T coefficients) and the quality of individual rendition of each benchmark OA. In order to define a suitable range of application, the kernel-based method was tested on sub-sets from the global dataset, by randomly drawing n wines out of 18 and p assessors out of 17. The method gave very satisfying results for at least n = 9 wines |
DOI | 10.1016/j.chemolab.2017.05.015 |