ON SOME CLASSES OF NON-OSCILLATORY HOMOGENEOUS SYSTEM OF ORDINARY DIFFERENTIAL EQUATIONS
The linear homogeneous system of first order differential equations with constant coefficients is considered here. The non-oscillatory is proved for those classes of homogeneous system of first order linear ordinary differential equations which coefficients are the successive members of some arithmetic or geometrical progressions.
homogeneous system of ordinary differential equations, non-oscillatory, particular solutions, singular matrix.