1 research outputs found

    A Privacy-Preserving Framework for Large-Scale Content-Based Information Retrieval Using K-Secure Sum Protocol

    Get PDF
    We propose a privacy protection framework for large-scale content-based information retrieval. It offers two layers of protection. To begin with, robust hash values are utilized as quiries to avoid uncovering unique content or features. Second, the customer can choose to exclude certain bits in a hash values to further expand the ambiguity for the server. Due to the reduced information, it is computationally difficult for the server to know the customer's interest. The server needs to give back the hash values of every single possible to the customer. The customer performs a search within the candidate list to locate the best match. Since just hash values are exchanged between the client and the server, the privacy of both sides is ensured. We present the idea of tunable privacy, where the privacy protection level can be balanced by policy. It is acknowledged through hash-based piecewise inverted indexing. The thought is to gap a highlight vector into pieces and list every piece with a sub hash value. Each sub hash value is connected with an inverted index list. The framework has been broadly tested using a large scale image database. We have assessed both retrieval performance and privacy-preserving performance for a specific content identification application. Two unique developments of robust hash algorithms are utilized. One depends on random projections; the other depends on the discrete wavelet transform. Both algorithm exhibit satisfactory performances in comparison with state-of-the-art retrieval performances. The outcomes demonstrate that the privacy upgrade somewhat enhances the retrieval performance. We consider the majority voting attack for evaluating the query category and identification. The test results demonstrate that this attack is a threat when there are close duplicities, yet the achievement rate diminishes with the quantity of discarded bits and the number of distinct items
    corecore