From the 1 of 4 linked papers with an AI index.
4 papers
On the p-torsional rigidity of compact metric graphs: a sharp Kohler--Jobin inequality
Sedef Ãzcan
The paper studies the p‑torsional rigidity of the p‑Laplacian on compact metric graphs with Dirichlet and Kirchhoff conditions, proving existence of the torsion function and establ…
Optimal Spectral Inequality for the Higher-Dimensional Landau Operator
Sedef Ãzcan, Matthias Täufer
We prove optimal spectral inequalities for Landau operators in full space and in arbitrary dimension. Spectral inequalities are lower bounds on the L 2 -mass of functions in spectr…
Asymptotic Behavior of the Non-resonance Eigenvalues of the Fractional Schrödinger Operator with Neumann Condition
Sedef Karakiliç, Sedef Ãzcan
We present an analytical investigation of the asymptotic behavior of non-resonance eigenvalues for the fractional Schrödinger operator under homogeneous Neumann boundary condition…
Torsional Rigidity on Metric Graphs with Delta-Vertex Conditions
Sedef Ãzcan, Matthias Täufer
We investigate the torsion function or landscape function and its integral, the torsional rigidity, of Laplacians on metric graphs subject to -vertex conditions. A variational…