Seminario de Geometría: «Generalized Henneberg stable minimal surfaces»

Seminario impartido por David Moya.

Abstract: In this talk we generalized the classical Henneberg minimal surface by giving an infinite family of complete, finitely branched, non-orientable, stable minimal surfaces in R3. These surfaces can be grouped into subfamilies depending on a positive integer m, which essentially measures the number of branch points. We describe the isometry group of the most symmetric example Hm. The surfaces Hm can also be seeing either as the unique solution to a Björling problem for an hypocycloid of m+1 cups if m is even or as the conjugate minimal surface to the unique solution to a Björling problem for an hypocycloid of 2m+2 cups if m is odd.

• Fecha: Viernes 7 de octubre de 2022
• Lugar: Instituto de Matemáticas de la UGR – Seminario 1
• Horario: 12:00 – 13:00 h
• Organiza: Instituto de Matemáticas UGR – IMAG
• Más información: imag@ugr.es