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Boundary element methods for potential problems. (English) Zbl 0373.31007

MSC:
31C20 Discrete potential theory
65N99 Numerical methods for partial differential equations, boundary value problems
31B20 Boundary value and inverse problems for harmonic functions in higher dimensions
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References:
[1] Butterfield, R.; Banerjee, P., ()
[2] Butterfield, R.; Tomlin, G.R., ()
[3] Cruse, T.A.; Rizzo, F.J., J. math. anal. appl, 22, 244, (1968)
[4] Cruse, T.A., J. math. anal. appl, 22, 341, (1968)
[5] Cruse, T.A., ()
[6] Lachat, J.C., Phd thesis, (1973), Univ. of Southampton
[7] Lau, P., Appl. math. modelling, 1, 349, (1977)
[8] Lau, P. Private communication
[9] Martin, H.C., Proc. conf. matrix meth. struct., mech. AFFDL TR 68-150, (1969), Patterson Air Force Base Ohio, U.S.A
[10] Rizzo, F.J., Q. appl. math., 25, 83, (1967)
[11] Rizzo, F.J.; Shippy, R., Int. J. solids struct., 4, 1161, (1968)
[12] Tomlin, G.R., Phd thesis, (1973), Univ. of Southampton
[13] Watson, J.O., Phd thesis, (1972), Univ. of Southampton
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