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An efficient Multi-Keyword Synonym Ranked Query over Encrypted Cloud Data using BMS Tree

机译:使用BMS树对加密的云数据进行有效的多关键字同义词排名查询

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摘要

Cloud computing is embryonic technology as a new computing model in several business domains. Large numbers of large-scale organizations are starting to shift the information on to the cloud environment. However, shifting the data to the cloud relieves the organizations from the monotonous tasks of organization management, minimizes maintenance costs and also less hands on management. However, security and privacy become key security issues when data owners outsource their private data onto untrusted public cloud servers. However, traditional keyword plain text search is obsolete. Several techniques have been developed to preserve the privacy of sensitive data in the cloud environment. But existing searching techniques over encrypted cloud data considers only exact or fuzzy keyword or multi-keyword, but not synonym based ranking searching including multi-keyword. In this paper, we propose an efficient multi-keyword synonym query over encrypted cloud data by retrieving top k scored documents. The vector space model and TFIDF model are used to construct index and query generation. The KNN algorithm used to encrypt index and query vectors. We construct a special tree called Balanced M-way Search (BMS) Tree for indexing and propose a Depth First Search Technique (DFST) algorithm to achieve efficient multi-keyword synonym ranked search. The efficiency and accuracy of DFST algorithm are illustrated with an example, BMS tree, it takes sub-linear time complexity.
机译:云计算是新兴技术,它是在多个业务领域中的一种新的计算模型。大量大型组织开始将信息转移到云环境中。但是,将数据转移到云中可以使组织摆脱组织管理的繁琐任务,可以最大程度地降低维护成本,并减少管理工作量。但是,当数据所有者将其私有数据外包到不受信任的公共云服务器上时,安全性和隐私成为关键的安全问题。但是,传统的关键字纯文本搜索已过时。已经开发了几种技术来保护云环境中敏感数据的隐私。但是,现有的基于加密云数据的搜索技术仅考虑准确或模糊的关键字或多关键字,而不考虑基于同义词的排名搜索,包括多关键字。在本文中,我们通过检索得分最高的k个文档,对加密的云数据提出了一种有效的多关键字同义词查询。向量空间模型和TFIDF模型用于构建索引和查询生成。 KNN算法用于加密索引和查询向量。我们构造了一个特殊的树,称为“平衡M路径搜索(BMS)”树以进行索引,并提出了“深度优先搜索技术(DFST)”算法来实现高效的多关键字同义词排名搜索。以BMS树为例说明了DFST算法的效率和准确性,它采用了亚线性时间复杂度。

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