On Solving Linear Diophantine Systems Using Generalized Rosser's Algorithm

اسناد مشابه

• On Solving Linear Diophantine Systems Using Generalized Rosser’s Algorithm

  سند علمی۲۰۰۸M. KHORRAMIZADEH, N. MAHDAVI-AMIRI, Mohammad Asadzadeh, Bradley

  A difficulty in solving linear Diophantine systems is the rapid growth of intermediate results. Rosser’s algorithm for solving a single linear Diophatine equation is an efficient algorithm that effectively controls the growth of intermediate results. Here, we propose an approach

• on solving linear diophantine systems using generalized rosser's algorithm

  مقاله۲۰۱۱bulletin of the iranian mathematical societym. khorramizadeh, n. mahdavi-amiri

• on solving linear diophantine systems using generalized rosser's algorithm

  مقالهbulletin of the iranian mathematical societym. khorramizadeh, n. mahdavi-amiri

• Polyhedral Omega: A New Algorithm for Solving Linear Diophantine Systems

  سند علمی۲۰۱۵CoRRFelix Breuer, Zafeirakis Zafeirakopoulos

  Polyhedral Omega is a new algorithm for solving linear Diophantine systems (LDS), i.e., for computing a multivariate rational function representation of the set of all non-negative integer solutions to a system of linear equations and inequalities. Polyhedral Omega combines metho

• Numerical Experiments with the LLL-Based Hermite Normal Form Algorithm for Solving Linear Diophantine Systems

  سند علمی۲۰۱۱M. Khorramizadeh

  In this paper we are concerned with the practical performance of the LLL-based Hermite normal form algorithm, proposed by Havas [13] (LLLHMM) when applied to solve linear Diophantine systems. We first compare the efficiency of the LLLHMM with the algorithm, named LDSSBR, based on

• Polyhedral Omega: a New Algorithm for Solving Linear Diophantine Systems

  مقاله‌ی دسترسی آزاد۲۰۱۷Annals of CombinatoricsFelixBreuer, ZafeirakisZafeirakopoulos