research
∙
09/17/2022
Deterministic-Statistical Approach for an Inverse Acoustic Source Problem using Multiple Frequency Limited Aperture Data
We propose a deterministic-statistical method for an inverse source prob...
share
research
∙
06/01/2022
Regular Convergence and Finite Element Methods for Eigenvalue Problems
Regular convergence, together with various other types of convergence, h...
research
∙
08/08/2021
FE-Holomorphic Operator Function Method for Nonlinear Plate Vibrations with Elastically Added Masses
Vibrations of structures subjected to concentrated point loads have many...
research
∙
05/19/2021
Local estimators and Bayesian inverse problems with non-unique solutions
The Bayesian approach is effective for inverse problems. The posterior d...
research
∙
01/05/2021
A deterministic-statistical approach to reconstruct moving sources using sparse partial data
We consider the reconstruction of moving sources using partial measured ...
research
∙
10/04/2020
An extended sampling-ensemble Kalman filter approach for partial data inverse elastic problems
Inverse problems are more challenging when only partial data are availab...
research
∙
10/04/2020
A Novel Computational Method for Band Structures of Dispersive Photonic Crystals
We propose a new method to compute band structures of dispersive photoni...
research
∙
07/20/2020
Finite Element Calculation of Photonic Band Structures for Frequency Dependent Materials
We consider the calculation of the band structure of frequency dependent...
research
∙
07/02/2020
A priori and a posteriori error estimates for the quad-curl eigenvalue problem
In this paper, we propose a new family of H(curl^2)-conforming elements ...
research
∙
06/29/2020
A Multilevel Spectral Indicator Method for Eigenvalues of Large Non-Hermitian Matrices
Recently a novel family of eigensolvers, called spectral indicator metho...
research
∙
04/09/2020
Quality-Bayesian approach to inverse acoustic source problems with partial data
A quality-Bayesian approach, combining the direct sampling method and th...
research
∙
04/09/2020
Finite Element Approximation of the Modified Maxwell's Stekloff Eigenvalues
The modified Maxwell's Stekloff eigenvalue problem arises recently from ...
research
∙
01/15/2020
Finite Element Approximation of Transmission Eigenvalues for Anisotropic Media
The transmission eigenvalue problem arises from the inverse scattering t...
research
∙
01/15/2020