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通信与信息网络学报  2016 Issue (4)    DOI: 10.11959/j.issn.2096-1081.2016.043
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Secure searchable encryption: a survey
Yunling WANG1(),Jianfeng WANG1,2(),Xiaofeng CHEN1()
1 State Key Laboratory of Integrated Service Networks (ISN), Xidian University, Xian 710071, China
2 Guangxi Cooperative Innovation Center of Cloud Computing and Big Data, Guilin University of Electronic Technology, Guilin 541004, China
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Abstract

Cloud computing facilitates convenient and on-demand network access to a centralized pool of resources.Currently, many users prefer to outsource data to the cloud in order to mitigate the burden of local storage.However, storing sensitive data on remote servers poses privacy challenges and is currently a source of concern.SE (Searchable Encryption) is a positive way to protect users sensitive data, while preserving search ability on the server side.SE allows the server to search encrypted data without leaking information in plaintext data.The two main branches of SE are SSE (Searchable Symmetric Encryption) and PEKS (Public key Encryption with Keyword Search).SSE allows only private key holders to produce ciphertexts and to create trapdoors for search, whereas PEKS enables a number of users who know the public key to produce ciphertexts but allows only the private key holder to create trapdoors.This article surveys the two main techniques of SE: SSE and PEKS.Different SE schemes are categorized and compared in terms of functionality, efficiency, and security.Moreover, we point out some valuable directions for future work on SE schemes.

Key wordscloud storage    encrypted data    searchable encryption    searchable symmetric encryption    public key encryption with keyword search
出版日期: 2017-04-05
链接本文:  
http://www.infocomm-journal.com/jcin/CN/10.11959/j.issn.2096-1081.2016.043
  
Figure1   Model of SSE schemes
  
Figure2   Encryption procedure
scheme search time index size security dynamism
Song, et al.[2] O(n/p) N/A CPA static
Goh[3] O(n/p) O(n) IND1-CKA dynamic
Curtmola, et al.[1](SSE-1) O(r) O(m+n) CKA1 static
Curtmola, et al.[1](SSE-2) O(r) O(mn) CKA2 static
Van Liesdonk, et al.[5] O(r) O(mn) CKA2 dynamic
Kamara, et al.[6] O(r) O(m+n) CKA2 dynamic
Kamara, et al.[7] O((r/p)logn) O(mn) CKA2 dynamic
  
Table1   Comparison of several SSE schemes
  
Figure3   Model of PEKS schemes
scheme search time index size security assumption
Boneh, et al.[46] nvp nv(2e+p) PK-CKA2 BDH
Baek, et al.[53](PEKS-1) nvp nv(3e+p) PK-CKA2 CDH
Baek, et al.[53](PEKS-2) nvp nv(e+2p) PK-CKA2 BDH
Crescenzo and Saraswat[50] 4nlJ 4nvlJ PK-CKA2 QIP
Khader[52] 4nve 5+3nve PK-CKA2 DDH
Rhee, et al.[54] nv(e + p) 2nve+(7+nv)p PK-CKA2 BDH, 1-BDHI
Rhee, et al.[59] nv(2e + p) 2nve+nvp PK-CKA2 BDH, 1-BDHI
  
Table2   Comparison of several PEKS schemes
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