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Extended Euclidean algorithm for binary polynomials

Euclidean Distance Transform (EDT) Algorithm Applied to Binary Image for Finding Breast Cancer

Euclidean Distance Transform (EDT) Algorithm Applied to Binary Image for Finding Breast Cancer

... to Binary image and in the Second Phase we described the work done for omitting the image which is having only the dark content by the usage of pixel ...about Euclidean Distance Transformation through Image ...

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Privacy Preserving Using Extended Euclidean Algorithm Applied To RSA Homomorphic Encryption Technique

Privacy Preserving Using Extended Euclidean Algorithm Applied To RSA Homomorphic Encryption Technique

... paper, Extended Euclidean Algorithm is used for generating ...using Extended Euclidean algorithm (RSA-HE- EEA) is secure when compared to RSA as it based on the generation of ...

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FPGA Implementation of an Extended Binary GCD Algorithm for Systolic Reduction of Rational Numbers

FPGA Implementation of an Extended Binary GCD Algorithm for Systolic Reduction of Rational Numbers

... cessor was not used. In the extended algorithm we replace this wait time by the computation of the cofactors, therefore increasing the efficiency of the circuit. Note that the data used to build the ...

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Sparse polynomial interpolation and the fast Euclidean algorithm

Sparse polynomial interpolation and the fast Euclidean algorithm

... the extended Euclidean algorithm presented in Algorithm ...the algorithm also returns l, the number of divisions the extended Euclidean algorithm performs in order ...

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Factorization of Multivariate Polynomials by Extended Hensel Construction

Factorization of Multivariate Polynomials by Extended Hensel Construction

... The extended Hensel construction is a Hensel construction at an unlucky evaluation point for the generalized Hensel construction, and it allows as to avoid shifting the origin in multivariate polynomial ...

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The Mixed Binary Euclid Algorithm

The Mixed Binary Euclid Algorithm

... Av. J.-B. Cl´ ement, 93430, Villetaneuse, France Email: [email protected] Abstract We present a new GCD algorithm for two integers that combines both the Euclidean and the binary gcd ...

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A Binary Recursive Gcd Algorithm

A Binary Recursive Gcd Algorithm

... The algorithm Fast-GB-gcd uses several times the algorithm Half-GB-gcd to decrease the lengths of the remainders ...the algorithm Half-GB-gcd, then it contains only “correct ...the algorithm ...

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Sketches Matching with Digital Face Images using (EUCLBP) Extended Uniform Circular Local Binary Pattern Algorithm

Sketches Matching with Digital Face Images using (EUCLBP) Extended Uniform Circular Local Binary Pattern Algorithm

... efficient algorithm for matching sketches with digital face ...Local Binary Pattern (EUCLBP) is used to extract the minute information present in local facial ...

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Binary Pathfinder: An improvement to the Pathfinder algorithm

Binary Pathfinder: An improvement to the Pathfinder algorithm

... the Euclidean distance for r = 2, and allows r to tend to infinity, in which case the equivalent is finding the greatest of the intermediate ...in Euclidean spaces, but not necessarily in other ...

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Approximating the Tutte polynomial of a binary matroid and other related combinatorial polynomials

Approximating the Tutte polynomial of a binary matroid and other related combinatorial polynomials

... Our earlier work [8,10] investigates the complexity of approximately computing  Z Tutte ( M; q , γ ) when M is restricted to be graphic. We are interested in determining for which points ( q , γ ) there is a fully ...

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Decoding Reed-Solomon codes up to the Sudan radius with the Euclidean algorithm

Decoding Reed-Solomon codes up to the Sudan radius with the Euclidean algorithm

... The concepts of IRS codes and FT’s Euclidean algorithm are explained in the following section. For the latter one we use a new alternative derivation of the extended key equation. We recall the basic ...

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Numbers. Euclidean Algorithm

Numbers. Euclidean Algorithm

... In how many ways can the assistantships be awarded among these applicants if there are seven male and five female applicants and it is stipulated that at least one woman must be awarded [r] ...

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Independence Polynomials and Extended Vertex Reduction

Independence Polynomials and Extended Vertex Reduction

... VERTEX REDUCTION JONATHAN BROOM Abstract. The independence polynomial of a graph is a polyno- mial whose coefficients number the independent sets of each size in that graph. This paper looks into methods of obtaining ...

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Binary Ant Algorithm

Binary Ant Algorithm

... Previous experiments made with some well known static test functions showed that BAA is able to converge to the optimal solution. The pheromone levels in the neighborhood of the global optimum grow during the search and ...

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Binary search Algorithm

Binary search Algorithm

... 1]. and every time we divide the current segment into two halves(if it has not , and then call the same procedure on both halves, and for each such segment, we store the sum in the corresponding node. All levels of the ...

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Binary search algorithm

Binary search algorithm

... Binary search algorithm Definition Search a sorted array by repeatedly dividing the search interval in half. Begin with an interval covering the whole array. If the value of the search key is less than the ...

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The Binary Genetic Algorithm

The Binary Genetic Algorithm

... 2.2.7 Mutations Random mutations alter a certain percentage of the bits in the list of chro- mosomes. Mutation is the second way a GA explores a cost surface. It can introduce traits not in the original population and ...

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Shortcut sets for plane Euclidean networks (Extended abstract) 1

Shortcut sets for plane Euclidean networks (Extended abstract) 1

... plane Euclidean network N by inserting iteratively a finite set of segments, called shortcut set, while reducing the diameter of the locus of the resulting ...

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Extended central factorial polynomials of the second kind

Extended central factorial polynomials of the second kind

... the extended central factorial polynomials and numbers of the second kind, and investigate some properties and identities for these polynomials and ...those polynomials and the extended ...

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Extended Fibonacci numbers and polynomials with probability applications

Extended Fibonacci numbers and polynomials with probability applications

... DEMETRIOS L. ANTZOULAKOS Received 30 April 2004 The extended Fibonacci sequence of numbers and polynomials is introduced and studied. The generating function, recurrence relations, an expansion in terms of ...

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