eneralized matrix resolvent for algebraic systems at right site of subspace.
54 74
Keywords:
уравнения эллиптического типа, дифференциальная задача, система линейных алгебраических уравненийAbstract
In this work was presented problems of mathematical physic. This problems of mathematical physic are introduced by differential equations with additional conditions. The differential problem came to system of linear algebraic equations by changing differential operator to finite-difference scheme. Have been found resolvent’s formulas.References
[1] П. Ланкастер Теория матриц. -М.: Наука, 1982.- 269 с.
[2] И.С. Березин, Н.П. Жидков Методы вычислений. - М.: Москва, 1960. -620с.
[3] Ф.Р. Гантмахер Теория матриц, 4-е изд-м.: Наука, Гл ред. Физ.-мат. лит., 1988. -522 с.
[2] И.С. Березин, Н.П. Жидков Методы вычислений. - М.: Москва, 1960. -620с.
[3] Ф.Р. Гантмахер Теория матриц, 4-е изд-м.: Наука, Гл ред. Физ.-мат. лит., 1988. -522 с.
Downloads
How to Cite
Kaiyrbek, O., & Kudashov, Z. (2012). eneralized matrix resolvent for algebraic systems at right site of subspace. Journal of Mathematics, Mechanics and Computer Science, 72(1), 48–53. Retrieved from https://bm.kaznu.kz/index.php/kaznu/article/view/127
Issue
Section
Mathematics
