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"Liu, Chein"
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"Liu, Chein"
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Optimal sources in the MFS by minimizing a new merit function: Energy gap functional
by
Wang, Fajie
,
Liu
,
Chein
-Shan
,
Qu, Wenzhen
Published in
Applied mathematics letters
(01.12.2018)
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The meshless solutions of Laplacian non-harmonic and Cauchy problems by developing novel hybrid methods
by
Liu
,
Chein
-Shan
Published in
Engineering analysis with boundary elements
(01.12.2023)
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Boundary function method for inverse geometry problem in two-dimensional anisotropic heat conduction equation
by
Wang, Fajie
,
Hua, Qingsong
,
Liu
,
Chein
-Shan
Published in
Applied mathematics letters
(01.10.2018)
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A boundary shape function method for analyzing nonlinear composite beams, subjecting to nonlinear boundary moment conditions
by
Liu
,
Chein
-Shan
Published in
Composite structures
(15.05.2021)
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An energetic boundary functional method for solving the inverse heat conductivity problems in arbitrary plane domains
by
Liu
,
Chein
-Shan
Published in
International journal of heat and mass transfer
(01.04.2020)
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Solving the 2D and 3D nonlinear inverse source problems of elliptic type partial differential equations by a homogenization function method
by
Liu
,
Chein
‐Shan
,
Qiu, Lin
Published in
Numerical methods for partial differential equations
(01.03.2023)
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Solving singularly perturbed problems by a weak-form integral equation with exponential trial functions
by
Liu
,
Chein
-Shan
Published in
Applied mathematics and computation
(15.07.2018)
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Solving the higher-dimensional nonlinear inverse heat source problems by the superposition of homogenization functions method
by
Liu
,
Chein
-Shan
,
Qiu, Lin
,
Lin, Ji
Published in
International journal of heat and mass transfer
(01.10.2019)
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A boundary collocation method for anomalous heat conduction analysis in functionally graded materials
by
Fu, Zhuo-Jia
,
Yang, Li-Wen
,
Xi, Qiang
,
Liu
,
Chein
-Shan
Published in
Computers & mathematics with applications (1987)
(15.04.2021)
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An equilibrated method of fundamental solutions to choose the best source points for the Laplace equation
by
Liu
,
Chein
-Shan
Published in
Engineering analysis with boundary elements
(01.08.2012)
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Simulating thin plate bending problems by a family of two-parameter homogenization functions
by
Liu
,
Chein
-Shan
,
Qiu, Lin
,
Lin, Ji
Published in
Applied Mathematical Modelling
(01.03.2020)
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An integral equation method to recover non-additive and non-separable heat source without initial temperature
by
Liu
,
Chein
-Shan
Published in
International journal of heat and mass transfer
(01.06.2016)
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Optimal shape parameter in the MQ-RBF by minimizing an energy gap functional
by
Liu
,
Chein
-Shan
,
Liu, Dongjie
Published in
Applied mathematics letters
(01.12.2018)
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Solving inverse coefficient problems of non-uniform fractionally diffusive reactive material by a boundary functional method
by
Liu
,
Chein
-Shan
Published in
International journal of heat and mass transfer
(01.01.2018)
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An energetic boundary functional method for solving the inverse source problems of 2D nonlinear elliptic equations
by
Liu
,
Chein
-Shan
Published in
Engineering analysis with boundary elements
(01.09.2020)
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Solving Nonlinear Elliptic Inverse Source, Coefficient and Conductivity Problems by the Methods with Bases Satisfying the Boundary Conditions Automatically
by
Liu
,
Chein
-Shan
,
Qiu, Lin
Published in
Journal of scientific computing
(01.05.2023)
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Lie-group differential algebraic equations method to recover heat source in a Cauchy problem with analytic continuation data
by
Liu
,
Chein
-Shan
Published in
International journal of heat and mass transfer
(01.11.2014)
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Homogenized functions to recover H(t)/H(x) by solving a small scale linear system of differencing equations
by
Liu
,
Chein
-Shan
Published in
International journal of heat and mass transfer
(01.10.2016)
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Recovering temperature-dependent heat conductivity in 2D and 3D domains with homogenization functions as the bases
by
Lin, Ji
,
Liu
,
Chein
-Shan
Published in
Engineering with computers
(01.08.2022)
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Solving Sturm–Liouville inverse problems by an orthogonalized enhanced boundary function method and a product formula for symmetric potential
by
Liu
,
Chein
-Shan
,
Li, Botong
Published in
Mathematics and computers in simulation
(01.08.2023)
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