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Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients

Year 2012, Volume: 2 Issue: 13, 77 - 90, 01.01.2012
https://izlik.org/JA86UC42BK

Abstract

The main part of computational mathematics’ problems can be brought to solving the systems of linear algebraic equations. In case with a big number of equations and unknowns there are some difficulties on this way. To overcome it, the KG-method which combines the algorithmic structure of the Gauss method with Cramer rules are presented in this paper

References

  • [1]. Кydyraliev S.K., Sklyar S.N., Urdaletova A.B., Ispolzovanie metoda KG dlya resheniya system lineinyh algebraicheskih uravnenii. Vyshee obrazovanie Kyrgyzskoi Respubliki, 2(12) (2008): 18-23.
  • [2]. Samarskii А.А., Nikolaev Е.S., Меtody resheniya setochnyh uravnenii, Moskva, Nauka, 592pp., 1978.
  • [3]. Ilin А.М., Raznostnaya shema dlya differentsialnogo uravneniya s malym parametrom pri starshei proizvodnoi, Matematicheskie Zametki, 6(2) (1969): 237-248.
  • [4]. Dulan E., Miller J., Shilders U., Ravnomernye chislennye metody resheniya zadach s pogranichnym sloem, Moskva, Mir, 200 pp., 1983.
  • [5]. Ilin V.P., Pryamoi analiz ustoichivosti metoda progonki, V knige aktualnye problem vychislitelnoi matematiki I matematicheskogo modelirovaniya, Novosibirsk, Nauka, 189-201 pp., 1985.

Year 2012, Volume: 2 Issue: 13, 77 - 90, 01.01.2012
https://izlik.org/JA86UC42BK

Abstract

References

  • [1]. Кydyraliev S.K., Sklyar S.N., Urdaletova A.B., Ispolzovanie metoda KG dlya resheniya system lineinyh algebraicheskih uravnenii. Vyshee obrazovanie Kyrgyzskoi Respubliki, 2(12) (2008): 18-23.
  • [2]. Samarskii А.А., Nikolaev Е.S., Меtody resheniya setochnyh uravnenii, Moskva, Nauka, 592pp., 1978.
  • [3]. Ilin А.М., Raznostnaya shema dlya differentsialnogo uravneniya s malym parametrom pri starshei proizvodnoi, Matematicheskie Zametki, 6(2) (1969): 237-248.
  • [4]. Dulan E., Miller J., Shilders U., Ravnomernye chislennye metody resheniya zadach s pogranichnym sloem, Moskva, Mir, 200 pp., 1983.
  • [5]. Ilin V.P., Pryamoi analiz ustoichivosti metoda progonki, V knige aktualnye problem vychislitelnoi matematiki I matematicheskogo modelirovaniya, Novosibirsk, Nauka, 189-201 pp., 1985.
There are 5 citations in total.

Details

Primary Language English
Authors

A.d. Urdaletova This is me

S.n. Skliar This is me

S.k. Kydyraliev This is me

Publication Date January 1, 2012
IZ https://izlik.org/JA86UC42BK
Published in Issue Year 2012 Volume: 2 Issue: 13

Cite

APA Urdaletova, A., Skliar, S., & Kydyraliev, S. (2012). Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients. Manas Journal of Natural Sciences, 2(13), 77-90. https://izlik.org/JA86UC42BK
AMA 1.Urdaletova A, Skliar S, Kydyraliev S. Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients. Manas Journal of Natural Sciences. 2012;2(13):77-90. https://izlik.org/JA86UC42BK
Chicago Urdaletova, A.d., S.n. Skliar, and S.k. Kydyraliev. 2012. “Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients”. Manas Journal of Natural Sciences 2 (13): 77-90. https://izlik.org/JA86UC42BK.
EndNote Urdaletova A, Skliar S, Kydyraliev S (January 1, 2012) Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients. Manas Journal of Natural Sciences 2 13 77–90.
IEEE [1]A. Urdaletova, S. Skliar, and S. Kydyraliev, “Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients”, Manas Journal of Natural Sciences, vol. 2, no. 13, pp. 77–90, Jan. 2012, [Online]. Available: https://izlik.org/JA86UC42BK
ISNAD Urdaletova, A.d. - Skliar, S.n. - Kydyraliev, S.k. “Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients”. Manas Journal of Natural Sciences 2/13 (January 1, 2012): 77-90. https://izlik.org/JA86UC42BK.
JAMA 1.Urdaletova A, Skliar S, Kydyraliev S. Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients. Manas Journal of Natural Sciences. 2012;2:77–90.
MLA Urdaletova, A.d., et al. “Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients”. Manas Journal of Natural Sciences, vol. 2, no. 13, Jan. 2012, pp. 77-90, https://izlik.org/JA86UC42BK.
Vancouver 1.A.d. Urdaletova, S.n. Skliar, S.k. Kydyraliev. Investigating Of The Computational Possibylities Of The Kg-Algoritm To Solve The Systems Of Algebraic Eduations With Three Diagonals Matrix Of Coefficients. Manas Journal of Natural Sciences [Internet]. 2012 Jan. 1;2(13):77-90. Available from: https://izlik.org/JA86UC42BK