Data-based prediction of microbial contamination in herbs and identification of optimal harvest parameters

被引:2
|
作者
Anlauf, Stefan [1 ,2 ]
Haghofer, Andreas [1 ,2 ,3 ]
Dirnberger, Karl [4 ]
Winkler, Stephan [1 ,2 ,3 ]
机构
[1] FFoQSI GmbH, Technopk 1C, A-3430 Tulln, Austria
[2] Univ Appl Sci Upper Austria, Bioinformat, Softwarepk 11, A-4232 Hagenberg, Austria
[3] Johannes Kepler Univ Linz, Comp Sci, Altenberger Str 69, A-4040 Linz, Austria
[4] Osterreich Bergkrautergenossenschaft, Thierberg 1, A-4192 Hirschbach, Austria
关键词
data science; herbs; machine learning; microbial contamination; statistics;
D O I
10.1515/ijfe-2021-0027
中图分类号
TS2 [食品工业];
学科分类号
0832 ;
摘要
The quality of freshly harvested herbs is affected by several crucial factors, such as weather, tillage, fertilization, drying, and the harvesting process, e.g. Our main goal is to learn models that are able to predict spore contaminations in different types of herbs on the basis of information about the harvesting process, transport conditions, drying, and storage conditions. This shall enable us to identify optimal processing parameters, which will allow more effective and cost efficient contamination prevention. Using machine learning, we have generated ensembles of models that predict the risk for spore contamination on the basis of harvest processing parameters. The training information about contamination in herbs is given as results of laboratory analysis data. We applied different modeling algorithms (random forests, gradient boosting trees, genetic programming, and neural networks). In this paper we report on modeling results for yeast and mold contaminations in peppermint and nettle; e.g., for yeast contamination in peppermint we obtained models with 78.13% accuracy. Additionally, we use descriptive statistics to identify those parameters that have a statistically significant influence on the contamination; for example, our analysis shows that there seems to be a relationship between mold in peppermint and information about harrowing and the growth height (p = 0.001).
引用
收藏
页码:171 / 183
页数:13
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