Titlebook: Information Systems Architecture and Technology: Proceedings of 39th International Conference on Inf; Part II Jerzy ?wi?tek,Leszek Borzemsk

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n the most efficient Type-3 bilinear group setting have a lower bound of 3-element signatures, which must include elements from both base groups, and a verification overhead of at least 2 Pairing-Product Equations (PPEs). Very recently, Ghadafi (ESORICS 2017) showed that by restricting the message s

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n the most efficient Type-3 bilinear group setting have a lower bound of 3-element signatures, which must include elements from both base groups, and a verification overhead of at least 2 Pairing-Product Equations (PPEs). Very recently, Ghadafi (ESORICS 2017) showed that by restricting the message s

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Renan Siqueira,Mehdi Bibani,Iryna Mozgova,Roland Lachmayerese schemes are capable of securely computing arbitrary degree polynomials homomorphically. In practice, ciphertext size and running times limit the polynomial degree, but this appears sufficient for most practical applications. We present four schemes, with increasing levels of security, but increa

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E. N. Onwuka,S. Aliyu,M. Okwori,B. A. Salihu,A. J. Onumanyi,H. Bello-Salauorrecting capability of the code with respect to pair errors. The codes that achieve the optimal minimum pair distance (for given codeword length, code book size and alphabet) are called Maximum Distance Separable (MDS) symbol-pair codes. A way to study the minimum pair distance of a code is through

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I. O. Astionenko,P. I. Guchek,A. N. Khomchenko,O. I. Litvinenko,G. Ya. Tuluchenkon the most efficient Type-3 bilinear group setting have a lower bound of 3-element signatures, which must include elements from both base groups, and a verification overhead of at least 2 Pairing-Product Equations (PPEs). Very recently, Ghadafi (ESORICS 2017) showed that by restricting the message s

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annexation

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