The Lie-Group Shooting Method for Nonlinear Two-Point Boundary Value Problems Exhibiting Multiple Solutions

By Chein-Shan Liu. 2006

94 citations recorded by the source corpus.

Subfields: Mechanics of Materials, Numerical Analysis

View Paper: https://www.semanticscholar.org/paper/834985396ec786ee0bd492c05a356d7d87e41607

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Mechanics of Materials

1. Satya N. Atluri
2. Chein-Shan Liu
3. Saeid Abbasbandy
4. Mir Sajjad Hashemi
5. Wen Chen
6. Zhuojia Fu
7. Qingwei Ma
8. Elyas Shivanian

In Numerical Analysis

1. Mir Sajjad Hashemi
2. Satya N. Atluri
3. Saeid Abbasbandy
4. Chein-Shan Liu
5. Shijun Liao
6. Y. Tan
7. Shijun Liao
8. Tasawar Hayat

Citations in the corpus

• The Lie-group shooting method for solving the Bratu equation (2011, methodology): “The solution of A Firstly, Liu [22] analytically solved A for general second-order BVPs.”
• Numerical solution of the Laplacian Cauchy problem by using a better postconditioning collocation Trefftz method (2013, methodology): “It is interesting that after a suitable spring-damping regularization method, the MGPS together with the LGSM can overcome the essential instability of Cauchy problem although by viewing it as an initial value problem, and can solve the inverse Cauchy problem with a strong robustness against a large”