The prescribed mean curvature equation for a revolution surface with Dirichlet condition | Zendy

Alejandra Maestripieri | Zendy; M. C. Mariani | Zendy

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The prescribed mean curvature equation for a revolution surface with Dirichlet condition

Author(s) -

Alejandra Maestripieri,

M. C. Mariani

Publication year - 1996

Publication title -

bulletin of the belgian mathematical society - simon stevin

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.36

H-Index - 31

eISSN - 2034-1970

pISSN - 1370-1444

DOI - 10.36045/bbms/1105554384

Subject(s) - mean curvature , mathematics , mathematical analysis , dirichlet problem , dirichlet boundary condition , surface of revolution , curvature , bounded function , boundary value problem , surface (topology) , function (biology) , dirichlet distribution , boundary (topology) , geometry , evolutionary biology , biology

We give conditions on a continuous and bounded function H in R 2 to obtain at least two weak solutions of the mean curvature equation with Dirichlet condition for revolution surfaces with boundary, using variational methods.

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