Study on utility optimization for randomized response mechanism

For the study of privacy-utility trade-off in local differential privacy,the utility optimization models of binary generalized random response mechanism for the case of differential privacy and approximate differential privacy were established.By graphic method,optimality proof,software solution and...

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Main Authors: Yihui ZHOU, Laifeng LU, Zhenqiang WU
Format: Article
Language:zho
Published: Editorial Department of Journal on Communications 2019-06-01
Series:Tongxin xuebao
Subjects:
Online Access:http://www.joconline.com.cn/zh/article/doi/10.11959/j.issn.1000-436x.2019088/
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author Yihui ZHOU
Laifeng LU
Zhenqiang WU
author_facet Yihui ZHOU
Laifeng LU
Zhenqiang WU
author_sort Yihui ZHOU
collection DOAJ
description For the study of privacy-utility trade-off in local differential privacy,the utility optimization models of binary generalized random response mechanism for the case of differential privacy and approximate differential privacy were established.By graphic method,optimality proof,software solution and extreme point method,the exact expression of the optimal utility with privacy budget and the distribution of input data was obtained,and the corresponding optimal randomized response mechanism was given.The results show that both the optimal utility and optimal mechanism are related to privacy budget and input data distribution.Moreover,the discussion for multivariate randomized response mechanism shows that the method of extreme points of local differential privacy is feasible to the solution.
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publisher Editorial Department of Journal on Communications
record_format Article
series Tongxin xuebao
spelling doaj-art-6d9bc8f8574e41bba39219a7390b8de62025-01-14T07:17:07ZzhoEditorial Department of Journal on CommunicationsTongxin xuebao1000-436X2019-06-0140748159727676Study on utility optimization for randomized response mechanismYihui ZHOULaifeng LUZhenqiang WUFor the study of privacy-utility trade-off in local differential privacy,the utility optimization models of binary generalized random response mechanism for the case of differential privacy and approximate differential privacy were established.By graphic method,optimality proof,software solution and extreme point method,the exact expression of the optimal utility with privacy budget and the distribution of input data was obtained,and the corresponding optimal randomized response mechanism was given.The results show that both the optimal utility and optimal mechanism are related to privacy budget and input data distribution.Moreover,the discussion for multivariate randomized response mechanism shows that the method of extreme points of local differential privacy is feasible to the solution.http://www.joconline.com.cn/zh/article/doi/10.11959/j.issn.1000-436x.2019088/local differential privacyrandomized responseutility optimizationextreme pointsimplex method
spellingShingle Yihui ZHOU
Laifeng LU
Zhenqiang WU
Study on utility optimization for randomized response mechanism
Tongxin xuebao
local differential privacy
randomized response
utility optimization
extreme point
simplex method
title Study on utility optimization for randomized response mechanism
title_full Study on utility optimization for randomized response mechanism
title_fullStr Study on utility optimization for randomized response mechanism
title_full_unstemmed Study on utility optimization for randomized response mechanism
title_short Study on utility optimization for randomized response mechanism
title_sort study on utility optimization for randomized response mechanism
topic local differential privacy
randomized response
utility optimization
extreme point
simplex method
url http://www.joconline.com.cn/zh/article/doi/10.11959/j.issn.1000-436x.2019088/
work_keys_str_mv AT yihuizhou studyonutilityoptimizationforrandomizedresponsemechanism
AT laifenglu studyonutilityoptimizationforrandomizedresponsemechanism
AT zhenqiangwu studyonutilityoptimizationforrandomizedresponsemechanism