an:04032957
Zbl 0634.65068
Kalajda, A. F.; Yudenko, G. P.
Solution of a boundary value problem for a second order differential equation with retarding argument by matrix methods
EN
Vychisl. Prikl. Mat., Kiev 58, 19-24 (1986).
00224228
1986
j
65L10 34K05
Zero rank matrix algorithms; numerical differentiation; numerical- analytical methods; second order differential equations
Summary: Zero rank matrix algorithms of numerical differentiation are applied to construct effective numerical-analytical methods, so called matrix methods, of zero rank. The constructed methods obtain eigenvalues and eigenfunctions of boundary value problems for second order differential equations with retarding argument. The suggested methods are investigated.