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Titlebook: Information Security and Privacy; 18th Australasian Co Colin Boyd,Leonie Simpson Conference proceedings 2013 Springer-Verlag Berlin Heidelb

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Dongxia Bai,Hongbo Yu,Gaoli Wang,Xiaoyun Wanghas been sponsoring a noncritical compilation of metal complex formation constants and related equilibrium constants. This work was extensive in scope and resulted in the publication of two large volumes of Stability Constants by the Chemical Society (London). The first volume, edited by L. G. Si"en
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Xavier Boyenhas been sponsoring a noncritical compilation of metal complex formation constants and related equilibrium constants. This work was extensive in scope and resulted in the publication of two large volumes of Stability Constants by the Chemical Society (London). The first volume, edited by L. G. Si"en
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Takanori Isobe,Yu Sasaki,Jiageng Chenhas been sponsoring a noncritical compilation of metal complex formation constants and related equilibrium constants. This work was extensive in scope and resulted in the publication of two large volumes of Stability Constants by the Chemical Society (London). The first volume, edited by L. G. Si"en
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Attacks on Multi-Prime RSA with Small Prime Differenceexponent attack. We also present a Fermat-like factoring attack on the MPRSA which can directly factor the modulus . when .. These results surpass those of Bahig et al. (ICICS 2012) and the attacks are experimentally proved effective in practice.
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Factoring Multi-power RSA Modulus , = ,,, with Partial Known Bitswledge of a .-fraction of the bits of . is already sufficient (for any .). In fact, our result is a first step towards unifying and extending previous works by Boneh-Durfee-Howgrave (Crypto’99) and Herrmann-May (Asiacrypt’08).
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Better Lattice Constructions for Solving Multivariate Linear Equations Modulo Unknown Divisors in such cases. In this paper, we introduce the strategy for natural algorithm constructions that take into account the sizes of the root bounds. We work out the selection of polynomials in constructing lattices. Our algorithms are superior to all known attacks that solve the multivariate equations
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Key-Dependent Message Chosen-Ciphertext Security of the Cramer-Shoup Cryptosystemain KDM-CCA2 security with respect to this new ensemble from the traditional Cramer-Shoup (.) cryptosystem. To obtain KDM security, the . system has to be tailored for encryption of key-dependent messages. We present an efficient instantiation of the Cramer-Shoup public-key encryption (.-PKE) scheme
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Black-Box Separations and Their Adaptability to the Non-uniform Modelseparation techniques are capable of ruling out the so-called fully black-box reductions and a certain strong form of semi black-box reductions also in the non-uniform model. We study how to go beyond the barrier of strong semi black-box reductions and show that this is possible by using random orac
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