Proceedings of International Mathematical Sciences

Proceedings of International Mathematical Sciences

A Note On The Stability of Solution for Elliptic-Schrödinger Type Nonlocal Boundary Value Problem

Yazarlar: Yildirim OZDEMİR

Cilt 2 , Sayı 2 , 2020 , Sayfalar 129 - 135

Konular:Bilgisayar Bilimleri, Disiplinler Arası Uygulamalar

DOI:10.47086/pims.778024

Anahtar Kelimeler:Partila differential equation,Nonlocal boundary value problem,Stability

Özet: 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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@article{2020, title={A Note On The Stability of Solution for Elliptic-Schrödinger Type Nonlocal Boundary Value Problem}, volume={2}, number={129–135}, publisher={Proceedings of International Mathematical Sciences}, author={Yildirim OZDEMİR}, year={2020} }
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Yildirim OZDEMİR. (2020). A Note On The Stability of Solution for Elliptic-Schrödinger Type Nonlocal Boundary Value Problem (Vol. 2). Vol. 2. Proceedings of International Mathematical Sciences.
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Yildirim OZDEMİR. A Note On The Stability of Solution for Elliptic-Schrödinger Type Nonlocal Boundary Value Problem. no. 129–135, Proceedings of International Mathematical Sciences, 2020.
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