The two-dimensional analogue of the Lorentzian catenary and the Dirichlet problem (Q2181515)
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| Language | Label | Description | Also known as |
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| English | The two-dimensional analogue of the Lorentzian catenary and the Dirichlet problem |
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The two-dimensional analogue of the Lorentzian catenary and the Dirichlet problem (English)
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19 May 2020
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The author investigates the physical problem of characterizing the surfaces in the Lorentz-Minkowski space \(\mathbb{L}^{3}\) with lowest gravity center and solves the corresponding Dirichlet problem. The classification of all singular maximal surfaces of \(\mathbb{L}^{3}\) invariant by a uniparametric group of translations and rotations is given.
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singular maximal surface
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Dirichlet problem
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invariant surface
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