Download Trusted Systems: 7th International Conference, INTRUST 2015, by Moti Yung, Jianbiao Zhang, Zhen Yang PDF

By Moti Yung, Jianbiao Zhang, Zhen Yang

This publication constitutes the completely refereed post-conference court cases of the seventh foreign convention on depended on platforms, INTRUST 2015, held in Beijing, China, in December 2015.

The revised 12 complete papers awarded were rigorously reviewed and chosen from 29 submissions. they're dedicated to all facets of relied on computing structures, together with relied on modules, systems; networks, companies and functions. The papers are prepared within the following sections: encryptions and signatures; defense version; relied on applied sciences; software program and process security.

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Extra info for Trusted Systems: 7th International Conference, INTRUST 2015, Beijing, China, December 7-8, 2015, Revised Selected Papers

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Inf. Syst. 48, 196–212 (2015) 29. : Practical techniques for searches on encrypted data. In: IEEE Symposium on Security and Privacy, pp. 44–55 (2000) 30. : Privacy-preserving multi-keyword search in information networks (2015) 31. : Towards multi-user private keyword search for cloud computing. In: IEEE CLOUD, pp. 758–759 (2011) 32. : A hybrid solution for privacy preserving medical data sharing in the cloud environment. Future Gener. Comput. Syst. jp Abstract. Aggregate signatures are digital signatures where n signers sign n individual documents and can aggregate individual signatures into a single short signature.

If the weight function ωA (ψi ) ω (ψ ) of Alice’s signature σA is equal to zero under the modulo p, the value of σAj i is equal to 1 on any message since p is the order of a group G. That is, an adversary can forge a signature on any message by outputting 1 via generating a malicious graph. The success probability of the adversary for generating such a graph is non-negligible. In order to guarantee the statement, we recall some lemma for the weight of a series-parallel graph. Since network graphs inherit properties of a series-parallel graph as described in Sect.

1 and 2, as examples of the use of aggregate signatures on network graphs. 2 (In)security of General Aggregate Signatures We describe the first negative result with some scheme. The following scheme is a generic construction of general aggregate signatures and the existing schemes are included in the construction. Another Look at Aggregate Signatures 39 Fig. 1. How to use general aggregate signatures on network graph Fig. 2. How to use sequential aggregate signatures on network graph Generic Construction.

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