Numerical solution boundary problem for linear differential-algebraic equations of second order
M. V. Bulatov1, N. P. Rahvalov2, Ta Duy Phuong3
|Annotation||In 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.|
|Keywords||linear differential-algebraic systems, matrix polynomial, boundary-value problem, matrix sweep method.|
1Chif reseacher, ISDCT SB RAS, Irkutsk; email@example.com.
2Ph.D. student Irkutsk State Pedagogical Academy, Irkutsk; firstname.lastname@example.org
3Assoc. Prof. Institute of Mathematics, VAST, Hanoi, Vietnam; email@example.com
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)