Variational Methods for Boundary Integral Equations: Theory and Applications
| Author(s) | Hsiao, George C. | |
| Date Accessioned | 2005-02-18T16:42:39Z | |
| Date Available | 2005-02-18T16:42:39Z | |
| Publication Date | 1999-12-19 | |
| Abstract | Variational methods for boundary integral equations deal with the weak formulations of boundary integral equations. Their numerical discretizations are known as the boundary element methods. The later has become one of the most popular numerical schemes in recent years. In this expository paper, we discuss some of the essential features of the methods, their intimate relations with the variational formulations of the corresponding partial differential equations and recent developments with respect to applications in domain composition from both mathematical and numerical points of view. | en |
| Extent | 168461 bytes | |
| MIME type | application/pdf | |
| URL | http://udspace.udel.edu/handle/19716/357 | |
| Language | en_US | |
| Publisher | Department of Mathematical Sciences | en |
| Part of Series | Technical Report: 2000-03 | |
| Title | Variational Methods for Boundary Integral Equations: Theory and Applications | en |
| Type | Technical Report | en |