3 papers
math.SP2013
Stability of inverse nodal problem for energy-dependent sturm liouville equation
Emrah Yilmaz, Hikmet Kemaloglu
Inverse nodal problem on diffusion operator is the problem of finding the potential functions and parameters in the boundary conditions by using nodal data. In particular, we solve…
math.SP2013
Inverse Nodal Problem for P-Laplacian energy-dependent Sturm-Liouville
Hikmet Kemaloglu
In this study, inverse nodal problem is solved for p-Laplacian Schrödinger equation with energy-dependent potential with the Drichlet conditions. Asymptotic estimates of eigenvalue…
math.SP2013
On the Lipschitz stability of inverse nodal problem for dirac equation
Emrah Yilmaz, Hikmet Kemaloglu
Inverse nodal problem on Dirac operator is finding the parameters in the boundary conditions, the number m and the potential function V in the Dirac equations by using a set of nod…