eLABa objektas:   "Tiesinių lygčių sistemų sprendimo lygiagretūs algoritmai", 2011,D:20110711:111812-75288
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Prieigos teisės Laikotarpiu nuo 2011-07-11 iki 2016-07-11 prieinamas tik institucijos intranete. Pasibaigus laikotarpiui bus prieinama laisvai.
Institucija Vilniaus pedagoginis universitetas
Mokslo kryptis 09 P - Informatika
Atsakomybė Anisimova, Alina - Magistro baigiamojo darbo autorius
Kazlauskas, Kazys - Magistro baigiamojo darbo vertinimo komisijos pirmininkas
Stankevičienė, Eglė - Magistro baigiamojo darbo vertinimo posėdžio sekretorius
Petkus, Tomas - Magistro baigiamojo darbo vertinimo komisijos narys
Kligienė, Nerutė - Magistro baigiamojo darbo vertinimo komisijos narys
Dzemyda, Gintautas - Magistro baigiamojo darbo vertinimo komisijos narys
Lipeikienė, Joana - Magistro baigiamojo darbo vertinimo komisijos narys
Bernatavičienė, Jolita - Magistro baigiamojo darbo recenzentas
Petkus, Tomas - Magistro baigiamojo darbo vadovas
Vilniaus pedagoginis universitetas - Mokslinį laipsnį teikianti institucija
Antraštė (-ės) Tiesinių lygčių sistemų sprendimo lygiagretūs algoritmai
Parallel algorithm for solving of linear equations systems
Santrauka [EN]

In this master paper the main propositions of linear algebra and derivations of linear equations systems were passed in review.

The experiments with different quantity of processors and processes, and a variety of matrices sizes were completed by choosing parallel algorithms in a network of computers. The aims of this experiment were to compare parallel algorithms with each other and with sequantial algorithms, and to ascertain the algorithms efficiency.

On the basis of the results of experiments, the analysis of parallel algorithms was done. The results revealed the reduction of time while finding a derivation by realising parallel algorithms. In addition, advantages and disadvantages of derivation methods of linear equations and parallel algorithms were named.

Raktažodžiai: linear equations systems, parallel algorithm, solving