×
Compute Distance To:
Author ID: feng.lixin Recent zbMATH articles by "Feng, Lixin"
Published as: Feng, Lixin; Feng, Li-xin; Feng, Li-Xin

Publications by Year

Citations contained in zbMATH Open

13 Publications have been cited 38 times in 33 Documents Cited by Year
Uniqueness and local stability for the inverse scattering problem of determining the cavity. Zbl 1120.78302
Feng, Lixin; Ma, Fuming
9
2005
A posteriori regularization parameter choice rule for a modified kernel method for a time-fractional inverse diffusion problem. Zbl 1432.65139
Liu, Songshu; Feng, Lixin
9
2019
A modified kernel method for a time-fractional inverse diffusion problem. Zbl 1422.35184
Liu, Songshu; Feng, Lixin
4
2015
Inter-transactional association rules for multi-dimensional contexts for prediction and their application to studying meteorological data. Zbl 0974.68043
Feng, L.; Dillon, T.; Liu, J.
4
2001
The forward and inverse problems for the scattering of obliquely incident electromagnetic waves in a chiral medium. Zbl 1462.35225
Feng, Lixin; Wang, Haibing; Zhang, Lei
2
2021
Filter regularization method for a time-fractional inverse advection-dispersion problem. Zbl 1459.65176
Liu, Songshu; Feng, Lixin
2
2019
A revised Tikhonov regularization method for a Cauchy problem of two-dimensional heat conduction equation. Zbl 1427.65223
Liu, Songshu; Feng, Lixin
2
2018
A stable method for differentiation of approximate specified functions. Zbl 1212.65083
Feng, Lixin; Liu, Songshu; Xing, Zejing; Gong, Hao
1
2009
A regularized Newton method in inverse scattering problem from cavities. Zbl 1150.78313
Feng, Lixin; Ma, Fuming
1
2007
A sampling method for solving inverse scattering problems with a locally perturbed half plane. Zbl 1028.78006
Feng, Lixin; Ma, Fuming
1
2003
The scattering of electromagnetic wave at oblique incidence in a homogeneous chiral medium. Zbl 1305.78009
Feng, Li-xin; Li, Yuan; Zhang, Lei
1
2014
Additive operators that preserve inverse matrices. Zbl 1076.15507
Feng, Lixin; Cao, Chongguang
1
1998
The PML method to solve a class of potential scattering problem with tapered wave incidence. Zbl 1382.35089
Li, Yuan; Feng, Lixin; Zhang, Lei
1
2018
The forward and inverse problems for the scattering of obliquely incident electromagnetic waves in a chiral medium. Zbl 1462.35225
Feng, Lixin; Wang, Haibing; Zhang, Lei
2
2021
A posteriori regularization parameter choice rule for a modified kernel method for a time-fractional inverse diffusion problem. Zbl 1432.65139
Liu, Songshu; Feng, Lixin
9
2019
Filter regularization method for a time-fractional inverse advection-dispersion problem. Zbl 1459.65176
Liu, Songshu; Feng, Lixin
2
2019
A revised Tikhonov regularization method for a Cauchy problem of two-dimensional heat conduction equation. Zbl 1427.65223
Liu, Songshu; Feng, Lixin
2
2018
The PML method to solve a class of potential scattering problem with tapered wave incidence. Zbl 1382.35089
Li, Yuan; Feng, Lixin; Zhang, Lei
1
2018
A modified kernel method for a time-fractional inverse diffusion problem. Zbl 1422.35184
Liu, Songshu; Feng, Lixin
4
2015
The scattering of electromagnetic wave at oblique incidence in a homogeneous chiral medium. Zbl 1305.78009
Feng, Li-xin; Li, Yuan; Zhang, Lei
1
2014
A stable method for differentiation of approximate specified functions. Zbl 1212.65083
Feng, Lixin; Liu, Songshu; Xing, Zejing; Gong, Hao
1
2009
A regularized Newton method in inverse scattering problem from cavities. Zbl 1150.78313
Feng, Lixin; Ma, Fuming
1
2007
Uniqueness and local stability for the inverse scattering problem of determining the cavity. Zbl 1120.78302
Feng, Lixin; Ma, Fuming
9
2005
A sampling method for solving inverse scattering problems with a locally perturbed half plane. Zbl 1028.78006
Feng, Lixin; Ma, Fuming
1
2003
Inter-transactional association rules for multi-dimensional contexts for prediction and their application to studying meteorological data. Zbl 0974.68043
Feng, L.; Dillon, T.; Liu, J.
4
2001
Additive operators that preserve inverse matrices. Zbl 1076.15507
Feng, Lixin; Cao, Chongguang
1
1998

Citations by Year