ISSN 2079-6900 (Print) 
ISSN 2587-7496 (Online)

Middle Volga Mathematical Society Journal

Download article

Numerical solution boundary problem for linear differential-algebraic equations of second order

M. V. Bulatov1, N. P. Rahvalov2, Ta Duy Phuong3

AnnotationIn this paper the numerical methods of solution of boundary-value problem for differential-algebraic equations of the second order are considered.We found conditions fulfillment of which ensures stability and convergence to exact solution of proposed algorithms. The results of numerical calculations are given.
Keywordslinear differential-algebraic systems, matrix polynomial, boundary-value problem, matrix sweep method.

1Chif reseacher, ISDCT SB RAS,  Irkutsk; mvbul@icc.ru.

2Ph.D. student Irkutsk State Pedagogical Academy,  Irkutsk; nikolar@mail.ru

3Assoc. Prof. Institute of Mathematics, VAST,  Hanoi,  Vietnam; tdphuong@math.vn

Citation: M. V. Bulatov,N. P. Rahvalov, Ta Duy Phuong, "[Numerical solution boundary problem for linear differential-algebraic equations of second order]", Zhurnal Srednevolzhskogo matematicheskogo obshchestva,12:1 (2010) 52–58 (In Russian)