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- W829061226 abstract "A NEW APPROACH TO LIE SYMMETRY GROUPS OF MINIMAL SURFACES Robert D. Berry Department of Mathematics Master of Science The Lie symmetry groups of minimal surfaces by way of planar harmonic functions are determined. It is shown that a symmetry group acting on the minimal surfaces is isomorphic with H×H2 – the analytic functions and the harmonic functions. A subgroup of this gives a generalization of the associated family which is examined." @default.
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- W829061226 date "2004-01-01" @default.
- W829061226 modified "2023-09-27" @default.
- W829061226 title "A New Approach to Lie Symmetry Groups of Minimal Surfaces" @default.
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