2015
DOI: 10.1007/s00521-015-1837-8
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A new security approach for public transport application against tag cloning with neural network-based pattern recognition

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Cited by 3 publications
(1 citation statement)
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“…In the actual dataset, the probability of each random event will be limited by some conditions in the process of occurrence. In order to introduce constraints to describe multidimensional random variables more comprehensively, for each event a i , a non‐negative real number ω i is assigned to form the weight of each event, forming entropy correlation, which can more profoundly describe the disorder degree of multidimensional random variables in the actual environment, and is more suitable for the constraints of outlier detection 14 . According to the above description, entropy correlation can be defined as: Hωfalse(XNfalse)=false∑X1XNωipfalse(aifalse)logfalse(aifalse) …”
Section: Construction Of Entropy Correlation Characteristic Matrixmentioning
confidence: 99%
“…In the actual dataset, the probability of each random event will be limited by some conditions in the process of occurrence. In order to introduce constraints to describe multidimensional random variables more comprehensively, for each event a i , a non‐negative real number ω i is assigned to form the weight of each event, forming entropy correlation, which can more profoundly describe the disorder degree of multidimensional random variables in the actual environment, and is more suitable for the constraints of outlier detection 14 . According to the above description, entropy correlation can be defined as: Hωfalse(XNfalse)=false∑X1XNωipfalse(aifalse)logfalse(aifalse) …”
Section: Construction Of Entropy Correlation Characteristic Matrixmentioning
confidence: 99%