A pruned pendant vertex based index for shortest distance query under structured encrypted graph

The shortest distance query is used to determine the shortest distance between two vertices. Various graph encryption schemes have been proposed to achieve accurate, efficient and secure shortest distance queries for encrypted graphs. However, the majority of these schemes are inefficient or lack sc...

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Main Authors: HU, Mengdi, CHEN, Lanxiang, CHEN, Gaolin, MU, Yi, DENG, Robert H.
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Language:English
Published: Institutional Knowledge at Singapore Management University 2024
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Online Access:https://ink.library.smu.edu.sg/sis_research/9562
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spelling sg-smu-ink.sis_research-105622024-11-15T06:54:03Z A pruned pendant vertex based index for shortest distance query under structured encrypted graph HU, Mengdi CHEN, Lanxiang CHEN, Gaolin MU, Yi DENG, Robert H. The shortest distance query is used to determine the shortest distance between two vertices. Various graph encryption schemes have been proposed to achieve accurate, efficient and secure shortest distance queries for encrypted graphs. However, the majority of these schemes are inefficient or lack scalability due to the time-consuming index construction and large index storage. Moreover, none of them consider the trade-off between query efficiency and accuracy. To better trade off the query efficiency and accuracy, we propose a Pruned Pendant Vertex based Index for Shortest Distance Query ( PPVI - SDQ ) under structured encryption. The proposed scheme utilizes the structured encryption technique to encrypt a graph and build indexes. The main idea is to use the recursive method to repeatedly prune the pendant vertex, and thereby reducing the index size and construction time by minimizing the redundant data storage and graph traversal. The proposed scheme achieves accurate, efficient and secure shortest distance query with privacy-preserving for encrypted graph. The security analysis demonstrates that the proposed scheme satisfies CQA2-security. Experimental results with real datasets show that the scheme achieves the optimal accuracy and efficiency. 2024-11-01T07:00:00Z text https://ink.library.smu.edu.sg/sis_research/9562 info:doi/10.1109/TIFS.2024.3414156 Research Collection School Of Computing and Information Systems eng Institutional Knowledge at Singapore Management University Graph encrytion shortest distance query structured encryption pruning pendant vertex Information Security
institution Singapore Management University
building SMU Libraries
continent Asia
country Singapore
Singapore
content_provider SMU Libraries
collection InK@SMU
language English
topic Graph encrytion
shortest distance query
structured encryption
pruning pendant vertex
Information Security
spellingShingle Graph encrytion
shortest distance query
structured encryption
pruning pendant vertex
Information Security
HU, Mengdi
CHEN, Lanxiang
CHEN, Gaolin
MU, Yi
DENG, Robert H.
A pruned pendant vertex based index for shortest distance query under structured encrypted graph
description The shortest distance query is used to determine the shortest distance between two vertices. Various graph encryption schemes have been proposed to achieve accurate, efficient and secure shortest distance queries for encrypted graphs. However, the majority of these schemes are inefficient or lack scalability due to the time-consuming index construction and large index storage. Moreover, none of them consider the trade-off between query efficiency and accuracy. To better trade off the query efficiency and accuracy, we propose a Pruned Pendant Vertex based Index for Shortest Distance Query ( PPVI - SDQ ) under structured encryption. The proposed scheme utilizes the structured encryption technique to encrypt a graph and build indexes. The main idea is to use the recursive method to repeatedly prune the pendant vertex, and thereby reducing the index size and construction time by minimizing the redundant data storage and graph traversal. The proposed scheme achieves accurate, efficient and secure shortest distance query with privacy-preserving for encrypted graph. The security analysis demonstrates that the proposed scheme satisfies CQA2-security. Experimental results with real datasets show that the scheme achieves the optimal accuracy and efficiency.
format text
author HU, Mengdi
CHEN, Lanxiang
CHEN, Gaolin
MU, Yi
DENG, Robert H.
author_facet HU, Mengdi
CHEN, Lanxiang
CHEN, Gaolin
MU, Yi
DENG, Robert H.
author_sort HU, Mengdi
title A pruned pendant vertex based index for shortest distance query under structured encrypted graph
title_short A pruned pendant vertex based index for shortest distance query under structured encrypted graph
title_full A pruned pendant vertex based index for shortest distance query under structured encrypted graph
title_fullStr A pruned pendant vertex based index for shortest distance query under structured encrypted graph
title_full_unstemmed A pruned pendant vertex based index for shortest distance query under structured encrypted graph
title_sort pruned pendant vertex based index for shortest distance query under structured encrypted graph
publisher Institutional Knowledge at Singapore Management University
publishDate 2024
url https://ink.library.smu.edu.sg/sis_research/9562
_version_ 1816859133475815424