Inverse Nodal Problem for Sturm- Liouville Boundary Value Problem
Inverse nodal problems has been studied for Sturm-Liouville equations with point δ coaction. First, the eigenvalues of the problem are obtained. Then, the solution of the inverse problem is given by obtaining potential function and the parameters in the boundary conditions with the help of a dense set of nodal points.
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SPECTRAL PROPERTIES AND INVERSE NODAL PROBLEMS FOR SINGULAR DIFFUSION EQUATION
In this study, some properties for the pencils of singular Sturm-Liouville operators are investigated. Firstly, the behaviors of eigenvalues were learned, then the solutions of the inverse problem were given to determine the potential function and parameters of the boundary condition with the help of a dense set of nodal points and lastly we obtain a ...
Rauf AMİROV, Sevim DURAK
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Shaimaa G Ghazy,1 Mostafa A Abdel-Maksoud,2 Ibrahim A Saleh,3 Mohamed A El-Tayeb,2 Amr A Elsaid,4 Metwally A Kotb,5 Diana A Al-Sherif,6 Heba S Ramadan,5 Ahmed Elwahsh,7,8 Ahmed M Hussein,9,10 Ahmad S Kodous11,12 1Radiation Therapy Department, Armed ...
Ghazy SG +10 more
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Inverse nodal problems for Dirac operators and their numerical approximations
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doaj
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Inverse nodal problem for p-Laplacian differential operators
Bu tezde, p-Laplacian diferensiyel operatörleri çalışıldı. Tez beş temel kısımdan oluşmaktadır. Birinci bölümde, ters spektral teori ve p-Laplacian diferensiyel operatörlerinin tarihçesi verildi. Daha sonra, ikinci bölümde tez ile ilgili temel tanım ve teoremler ile genelleştirlmiş trigonometrik fonksiyonların bazı özellikleri ifade edildi.
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