ON SOME SPECTRAL PROPERTIES OF DISCRETE STURM-LIOUVILLE OPERATOR

Abstract

Time scale theory helps us to combine differential equations with difference equations. Especially in models such as biology, medicine and economics, since the independent variable is handled discrete, it requires us to analyze in discrete clusters. In these cases, the difference equations defined in Z are considered. Boundary value problems (BVP’s) are used to solve and model problems in many physical area. In this study, we examined spectral features of discrete Sturm-Liouville problem. We have given some examples to make subject understandable.