AN INVERSE PROBLEM FOR DIRAC OPERATOR AND THE STABILITY THEOREM

نویسندگانسیدسیف اله موسی زاده موسوی, Hikmet Kemaloglu
همایش2ND INTERNATIONAL CONFERENCE ON COMPUTATIONAL MATHEMATICS AND ENGINEERING SCIENCES-(CMES2017), 20-22 MAY 2017, ISTANBUL, TURKEY
تاریخ برگزاری همایش2017-5-20
محل برگزاری همایشاستانبول
ارائه به نام دانشگاهدانشگاه کاشان و Firat University
نوع ارائهسخنرانی
سطح همایشبین المللی

چکیده مقاله

This paper is devoted to the stability of the solution of an inverse problem for Dirac operators, which have real-valued potentials, together with separated boundary conditions on the interval [0,π]. First, we study the asymptotic behaviors of eigenvalues and eigen-vector-functions. Then, by Green function of the Dirac operator and using a form of Riesz basis of eigen-vector-functions, we investigate the stability theorem