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20102021
most citedSturm-Liouville-type operators with frozen argument and Chebyshev polynomials

15 citations · 16 across the 16 of their papers we have counts for

collaborators

16 papers

math.SP2021★ 15 cited

Sturm-Liouville-type operators with frozen argument and Chebyshev polynomials

Tzong-Mo Tsai, Hsiao-Fan Liu, Sergey Buterin +2

The paper deals with Sturm-Liouville-type operators with frozen argument of the form where and is…

math.AP2020

Certain Inverse Resonance Uniqueness on the Line with Super-Exponentially Decaying Potential

Lung-Hui Chen

In the paper, we study the inverse problem with the resonant data of fast decaying potential . We review Froese' construction of the Born's approximation and Neumann series to a…

math.SP2020

Wave Support Theorem and Inverse Resonant Uniqueness on the Line

Lung-Hui Chen

In the paper, we experimentally study the inverse problem with the resonant scattering determinant. We analyze the structure of characteristics of perturbed linear waves. Assuming…

math.SP2016

An Inverse Uniqueness of a Phaseless Scattering Problem by Zero-Crossings

Lung-Hui Chen

We discuss the inverse uniqueness problem in phaseless scattering by counting the zeros of its modulus of the scattering amplitude. The phase linearization of scattered wave field…

math.AP2016

A Near-Field Basis in Radially Symmetric Interior Transmission Problem

Lung-Hui Chen

The spectrum of interior transmission problem is the zero set of certain entire functional determinant. It is classic that we deploy the series of exponential polynomials to approx…

math.AP2016

Some Inverse Spectral Results in Exterior Transmission Problem

Lung-Hui Chen

We consider an inverse spectral theory in a domain with the cavity that is bounded by a penetrable inhomogeneous medium. An ODE system is constructed piecewise through the solution…