Geometría global de superficies [phi, e3]-mínimas en R3
Metadatos
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Universidad de Granada
Director
Martínez López, AntonioDepartamento
Universidad de Granada. Programa de Doctorado en MatemáticasMateria
Geometría R3 Superficies [phi, e3]
Fecha
2022Fecha lectura
2022-06-23Referencia bibliográfica
Martínez Triviño, Antonio Luis. Geometría global de superficies [phi, e3]-mínimas en R3. Granada: Universidad de Granada, 2022. [http://hdl.handle.net/10481/75953]
Patrocinador
Tesis Univ. Granada.Resumen
The goal of this work is to develop a global theory of [phi, ~e3]-minimal
surfaces in R3 for a wide family of functions phi. Moreover, the existence
of a bijective correspondence between minimal surfaces in R3 and
spacelike maximal surfaces in the Lorentz-Minkowski spacetime L3
has motivated us to extend it between [phi, ~e3]-minimal surfaces in R3
and spacelike [phi, ~e3]-maximal surfaces in L3.