2013
DOI: 10.47893/ijcct.2013.1201
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Min Max Normalization Based Data Perturbation Method for Privacy Protection

Abstract: Data mining system contain large amount of private and sensitive data such as healthcare, financial and criminal records. These private and sensitive data can not be share to every one, so privacy protection of data is required in data mining system for avoiding privacy leakage of data. Data perturbation is one of the best methods for privacy preserving. We used data perturbation method for preserving privacy as well as accuracy. In this method individual data value are distorted before data mining application… Show more

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Cited by 109 publications
(64 citation statements)
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“…Because NCA is a distance-based feature selector. Min-max normalization phase should be used to use effectiveness of the NCA [ 49 ]. where is i th feature and denotes normalized features.…”
Section: The Proposed Image Classification Methodsmentioning
confidence: 99%
“…Because NCA is a distance-based feature selector. Min-max normalization phase should be used to use effectiveness of the NCA [ 49 ]. where is i th feature and denotes normalized features.…”
Section: The Proposed Image Classification Methodsmentioning
confidence: 99%
“…Moreover, a 2 (group: H-WS and L-WS) × 2 (condition: approach and avoidance) × 2 (hunger level: hunger and satiety) repeated measures ANOVA on the response score in the attention task was employed to compare group differences between approach and avoidance at the implicit level. Third, the response score of the approach and avoidance conditions in the attention task and the scores of the approach and avoidance subscale of the AAFQ were normalized with range 0 to 1 by min-max normalization ( Jain et al, 2005 ; Jain and Bhandare, 2011 ) to compare explicit and implicit levels within identical range. In addition, a 2 (group: H-WS and L-WS) × 2 (condition: approach and avoidance) × 2 (hunger level: hunger and satiety) × 2 (processing level: explicit and implicit) repeated measures ANOVA was conducted.…”
Section: Methodsmentioning
confidence: 99%
“…For this reason, Min‐Max Normalization (MM‐Norm) was used to normalize different indexes in this study. MM‐Norm performs a linear transformation on the original data into a range of [0,1] (Jain & Bhandare, 2011). The normalization is expressed as: xkj*=xkjmin()xjmax()xjmin()xj Where: xkj* is the k th normalized data for the j th index; x kj is the k th original data for the j th index; x j is the original sequence for the j th index; k is the length of the original sequence and j is the number of indexes.…”
Section: Data and Methodologiesmentioning
confidence: 99%