A single step second order of accuracy difference scheme for integral type nonlocal boundary value Schrödinger problem

Ali Sirma

In this study, nonlocal boundary value Schrödinger type problem in a Hilbert space with the self-adjoint operator is investigated. Single step stable second order of accuracy difference scheme for the numerical solution of this problem is presented. The main theorem on the stability of this difference scheme is established. Numerical results are given. 

Tbilisi Mathematical Journal, Special Issue (8 - 2021), pp. 13-20