Solution of inverse problem for p-laplacian Sturm-Liouville operator

This thesis is prepared in six parts. In the first section, definition and historical process of the study are given. In second part, some main conceps using in the study are presented. In third part, one dimensional -Laplacian problem and generalized trigonometric functions are given. In following section, solution of Bessel operator is given on finite interval. Especially, a definitiation of potantion is given with zeros of eigenfunctions In fifth section, results obtained in fourth section are given for -Laplacian Bessel problem. Eventually, some details about the obtained results and next goals are given.