Publication details

A Remark on Matrix Equation $x^{\Delta}=A(t)x$ on Small Time Scales.


ADAMEC Ladislav

Year of publication 2004
Type Article in Periodical
Magazine / Source Journal of Difference Equations and Applications
MU Faculty or unit

Faculty of Science

Field General mathematics
Keywords time scales
Description In this paper we investigate relations between time independent linear systems on time scales and linear ordinary differential equations. We prove that if the used time scale $\TT$ is in a sense sufficiently small, then the study of such time scale equation $Y^{\Delta}=AY$ could be reduced to study of some ordinary differential equation $Y'=H(t,A)Y$.
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