Gernot Beer is Professor and head of the Institute for Structural Analysis at the Graz University of Technology. He has been involved in the development, teaching and application of the BEM and the coupled BEM/FEM and has written several texts on the subject. He is the author of the commercial program BEFE and heads the development of its successor BEFE++. Ian M. Smith is Professor of Engineering at the University of Manchester. He has consulted widely on engineering projects and has written several texts on applied numerical analysis. Christian Dunser is staff scientist at the Institute for Structural Analysis at the Graz University of Technology. Since his diploma thesis he has been working on the BEM and its application to geotechnical problems, in particular tunnelling.

• Preliminaries.- Programming.- Discretisation and Interpolation.- Material Modelling and Fundamental Solutions.- Boundary Integral Equations.- Boundary Element Methods — Numerical Implementation.- Assembly and Solution.- Element-by-element techniques and Parallel Programming.- Postprocessing.- Test Examples.- Multiple regions.- Dealing with corners and changing geometry.- Body Forces.- Dynamic Analysis.- Nonlinear Problems.- Coupled Boundary Element/Finite Element Analysis.- Industrial Applications.- Advanced topics.

Gernot Beer is Professor and head of the Institute for Structural Analysis at the Graz University of Technology. He has been involved in the development, teaching and application of the BEM and the coupled BEM/FEM and has written several texts on the subject. He is the author of the commercial program BEFE and heads the development of its successor BEFE++. Ian M. Smith is Professor of Engineering at the University of Manchester. He has consulted widely on engineering projects and has written several texts on applied numerical analysis. Christian Dunser is staff scientist at the Institute for Structural Analysis at the Graz University of Technology. Since his diploma thesis he has been working on the BEM and its application to geotechnical problems, in particular tunnelling.

• Preliminaries.- Programming.- Discretisation and Interpolation.- Material Modelling and Fundamental Solutions.- Boundary Integral Equations.- Boundary Element Methods — Numerical Implementation.- Assembly and Solution.- Element-by-element techniques and Parallel Programming.- Postprocessing.- Test Examples.- Multiple regions.- Dealing with corners and changing geometry.- Body Forces.- Dynamic Analysis.- Nonlinear Problems.- Coupled Boundary Element/Finite Element Analysis.- Industrial Applications.- Advanced topics.