[PDF] Top 20 Análisis de las propuestas de reforma del sistema electoral en España
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Collision Bounds for the Additive Pollard Rho Algorithm for Solving Discrete Logarithms
... 1.5. Organization of the paper. The paper is organized as follows: in Section 2 we explain why the recent methods of Kim et al. [20, 21] are not applicable (in any obvious way) to the setting of the additive ... See full document
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New Random Walk Technique and Collision Detection Algorithm to Improve the Pollard RHO Attack of Solving Discrete Logarithm Problem on Elliptic Curves
... 1978 Pollard developed an algorithm using “Monte-Carlo” method to solve ECDLP called Pollard Rho attack which is a random method to compute discrete ...logarithm. Pollard ... See full document
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The Proof is in the Pudding: Proofs of Work for Solving Discrete Logarithms
... We attempted to emulate a verifiable delay function by defining an alternate pseudorandom walk. We experimented with several possibilities, for example a “rotating” walk that performs a set of multiplications and ... See full document
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Nearly Sparse Linear Algebra and application to Discrete Logarithms Computations
... of matrices of the form t W A i V where V and W are not vectors as previously but blocks of vectors. This step is parallelized by distributing the vectors of the block V to several processors or CPUs – let us say c of ... See full document
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Computing Individual Discrete Logarithms Faster in $GF(p^n)$
... Overview of NFS-DL asymptotic complexities. The running-time of the relation collection step and the individual DL step rely on the smoothness probability of integers. An integer is said to be B -smooth if all its prime ... See full document
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Quantum algorithms for computing general discrete logarithms and orders with tradeoffs
... finding algorithm; the quantum part of Shor’s factoring ...short discrete logarithm problem and attacked ...quantum algorithm that more efficiently solves the RSA integer factoring problem than ... See full document
14
Anytime Optimal Coalition Structure Generation
... generation algorithm that is significantly faster than any previous algorithm designed for this purpose ...how bounds on sub-spaces can be obtained and show how these allow us to reach the optimal ... See full document
9
Study the Numerical Methods for Solving Syste...
... Perhaps the simplest iterative method for solving Ax = b is .Jacobi method Note that the simplicity of this method is both good and bad: good, because it is relatively easy to understand and thus is a good first ... See full document
5
Secure Encryption With Digital Signature Approach For SMS And Spam Detection Using SVM
... key algorithm and public or asymmetric key ...key algorithm the key of encryption and decryption is ...key algorithm the key of encryption is the public key (which is mutually discussed between ... See full document
7
Some experiments investigating a possible L(1/4) algorithm for the discrete logarithm problem in algebraic curves
... The L(1/3) subexponential complexity of the function field sieve was first improved by Joux [18] to L(1/4 + o(1)), and then by G¨ olo˘ glu, Granger, McGuire, and Zumbr¨ agel [10] to L(1/4). Shortly thereafter, B˘ ... See full document
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AUTOMATIC SPOKEN LANGUAGE RECOGNITION FOR MULTILINGUAL SPEECH RESOURCES
... and Pollard Rho with Brent Cycle Detection method to cause Total Break, which in turn is used to attack Digital Signature Algorithm ...Signature Algorithm can affect the performance of the two ... See full document
7
Rho activation is apically restricted by Arhgap1 in neural crest cells and drives epithelial to mesenchymal transition
... apical Rho-ROCK signaling in NCCs drives detachment of cell contacts, initiating motility within the neuroepithelium and ...active Rho localization and fails to undergo EMT over 3 ...Active Rho NCC ... See full document
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New upper and lower bounds, the iteration algorithm for the solution of the discrete algebraic Riccati equation
... In this section, we demonstrate the effectiveness of our results by the following real appli- cation example. In many engineering fields such as solid mechanics, quantum mechanics, parameter identification and automatic ... See full document
10
A new perspective on the powers of two descent for discrete logarithms in finite fields
... became a crucial ingredient in the recent progress on the discrete logarithm prob- lem for fields of small characteristic, since [Jou13] (and implicitly in [GGMZ13]). While the proof in [GKZ18] resorted to an ... See full document
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The Special Number Field Sieve in $\F _{p^{n}}$, Application to Pairing-Friendly Constructions
... the discrete logarithm problem in finite fields related to pairing-based ...computing discrete logarithms that are suitable for finite fields related to pairing-friendly ...compute discrete ... See full document
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Algorithm for Solving Fuzzy Multiobjective Linear Fractional Programming Problem by Additive Weighted Method
... approach. Algorithm-I gives the steps of transforming a MOLFPP into MOLPP by applying suitable transformation and Zimmermann’s min-operator ...package. Algorithm-II is followed from algorithm-I after ... See full document
27
An Efficient Many-Core Architecture for Elliptic Curve Cryptography Security Assessment
... for each walk, two lookup tables (4rk bits each), i.e., T-WALK defining the r-adding walk and T-RED for the reduction technique, three 2-to-1 multiplexers and a comparator implementing negation map and reduc- tion (steps ... See full document
12
The Development of a Recognition Geometry Algorithm for Hybrid – Subtractive and Additive Manufacturing
... full additive manufacturing and hybrid manufacturing ...by additive manufacturing, the production time for 5 products is 86 ...OMOS algorithm and software were used, is 42 ...OMOS algorithm ... See full document
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On Generating Coset Representatives of PGL_2(\F_q) in PGL_2(\F_{q^2})
... 3. Razvan Barbulescu, Pierrick Gaudry, Antoine Joux, and Emmanuel Thom´ e. A heuristic quasi-polynomial algorithm for discrete logarithm in finite fields of small characteristic. In Advances in Cryptology - ... See full document
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Modifying Shors algorithm to compute short discrete logarithms
... Shor’s algorithm for computing discrete logarithms was originally described for F ∗ p , it may be generalized to any finite abelian group, provided the group operation may be implemented efficiently ... See full document
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