Extensions of singular comformable fractional Sturm-Liouville operator

In this study, firstly historical development of the topic is mentioned and some definitions and main results used in the work are given. In the third section, basic definitions and properties of a space of boundary value and dissipative extension are given. In the fourth section,Weyl's theory for the singular conformable fractional Sturm￾Liouville equation is given. Finally, a description of all maximal dissipative, accretive, self- adjoint and, other extensions of singular conformable fractional Sturm-Liouville operator is given in terms of boundaryconditions.