Results 51 to 60 of about 4,550,410 (148)
On border basis and Gröbner basis schemes
Some typos fixed, some small corrections done. The final version of the paper will be published on "Collectanea Mathematica"
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The optimal placement of measurement units is solved by a binary particle swarm optimization method considering uncertainties of load demands and renewable generations and measurement unit errors. The correlation between uncertain variables is considered.
Babak Asadzadeh +3 more
wiley +1 more source
Cryptanalysis of novel extended multivariate public key cryptosystem
The novel extended multivariate public key cryptosystem is a new security enhancement method on multivariate public key cryptosystems,which is proposed by Qiao,et al.A nonlinear invertible transformation was used,named“tame transformation”,on the ...
Xu-yun NIE, Bo LIU, Gang LU, Ting ZHONG
doaj +2 more sources
U ovom radu dokazali smo algoritam za dijeljenje polinoma u više varijabli s obzirom na fiksni monomijalni uređaj. Algoritam smo dobili proširenjem algoritma dijeljenja polinoma u jednoj varijabli.
Zlodi, Ivana
core +2 more sources
Geometric constraint subsets and subgraphs in the analysis of assemblies and mechanisms
La habilidad del Razonamiento Geométrico es central a muchas aplicaciones de CAD/CAM/CAPP (Computer Aided Design, Manufacturing and Process Planning).
Oscar E. Ruiz
doaj
Groebner Basis Procedures for Testing Petri Nets
This paper contains introductory material on Petri nets and Groebner basis theory and makes some observations on the relation between the two areas. The aim of the paper is to show how Groebner basis procedures can be applied to the problem of reachability in Petri nets, and to give details of an application to testing models of navigational systems.
Chandler, Angie, Heyworth, Anne
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The Groebner basis of a polynomial system
From the Magister Thesis of Marco ...
Valqui, Christian, Solorzano, Marco
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Quantum computation of Groebner basis through F4 and F5 algorithms
Our main concern in this article is how to apply quantum algorithms to compute Groebner basis through Faugere's F4 and F5 algorithms, which are regarded as the most effective algorithms for this purpose. We give examples and pseudo-codes for these algorithms and investigate where we can apply quantum algorithms. As a result, we have the designs (or the
Ichio Kikuchi, Akihito Kikuchi
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Simple signature-based Groebner basis algorithm
This paper presents an algorithm for computing Groebner bases based upon labeled polynomials and ideas from the algorithm F5. The main highlights of this algorithm compared with analogues are simplicity both of the algorithm and of the its correctness proof achieved without loss of the efficiency.
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GB-hash : Hash Functions Using Groebner Basis
In this paper we present an improved version of HF-hash, viz., GB-hash : Hash Functions Using Groebner Basis. In case of HF-hash, the compression function consists of 32 polynomials with 64 variables which were taken from the first 32 polynomials of hidden field equations challenge-1 by forcing last 16 variables as 0.
Dey, Dhananjoy +2 more
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