Minimal Surfaces from Monopoles

Small, Anthony (2002) Minimal Surfaces from Monopoles. UNSPECIFIED.

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The geometry of minimal surfaces generated by charge 2 Bogomolny monopoles on 3-dimensional Euclidean space is described in terms of the moduli parameter k. We find that the distribution of Gaussian curvature on the surface reflects the monopole structure. This elucidated by the behaviour of the Gauss maps of the minimal surfaces.

Item Type: Other
Keywords: Differential Geometry, 53A10, 53C07, 81T13
Academic Unit: Faculty of Science and Engineering > Mathematics and Statistics
Item ID: 716
Depositing User: Dr. Anthony Small
Date Deposited: 03 Oct 2007
Journal or Publication Title: Eprint arXiv:math/0203223
Refereed: Yes

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