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    A Note On The Stability of Solution for Elliptic-Schrödinger Type Nonlocal Boundary Value Problem
    (İbrahim ÇANAK, 2020) Ozdemir, Yildirim
    In the present article, a problem for a Elliptic-Schrödinger equation with nonlocal boundary value problem is considered. The stability estimates are established for the solution of Elliptic-Schrödinger problem for nonlocal boundary problem . A theorem, with proof, for stability of the solution of this problem for differential equations of elliptic-Schrödinger type in a Hilberts space H with self-adjoint positive definite operator A is considered. On the other hand, conclusion section is presented.
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    On The Stability of Nonlocal Boundary Value Problem for Schrödinger-Parabolic Equations
    (İbrahim ÇANAK, 2020) Ozdemir, Yildirim
    In the present article, a problem for a Schrödinger-parabolic equation with nonlocal boundary value condition is considered. The stability estimates are established for the solution of Schrödinger-parabolic problem. In applications, the stability estimates of mixed type nonlocal boundary value problem for Schrödinger-parabolic equations are constructed. On the other hand, an example is considered and some error results of numerical experiments are presented in order to verify theoretical statements.