Titlebook: Algebraic Informatics; 5th International Co Traian Muntean,Dimitrios Poulakis,Robert Rolland Conference proceedings 2013 Springer-Verlag Be

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Quantitative Analysis of Randomized Distributed Systems and Probabilistic Automataf a Markov decision process (MDP) and a formalization of the desired event . by an .-regular linear-time property, e.g., an LTL formula. The task is then to compute the greatest lower bound for the probability for . that can be guaranteed even in worst-case scenarios. Such bounds can be computed by

大氣層

On Elliptic Curve Paillier Schemes a number of interesting properties, including a homomorphic property: the encryption of two messages allows anyone to derive the encryption of their sum. This reveals useful in cryptographic applications such as electronic voting.In this talk we review several generalizations of the original Pailli

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Proofs of Storage: Theory, Constructions and Applications client sends an encoded version of its data to the server while keeping a small amount of state locally. At any point in time, the client can then verify the integrity of its data by executing a highly-efficient challenge-response protocol with the server..Since their introduction in 2007 by Atenie

epicondylitis

Code Based Cryptography and Steganographyys, coding theory plays an important role in the area of cryptography and steganography. The aim of this paper is to show how algebraic coding theory offers ways to define secure cryptographic primitives and efficient steganographic schemes.

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Strong Prefix Codes of Picturesis proved that the corresponding family of finite strong prefix codes is decidable and it has a polynomial time decoding algorithm. Maximality for finite strong prefix codes is also considered. Given a strong prefix code, it is proved that there exists a unique maximal strong prefix code that contai

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