Search Results - "Tassi, Marcos P."

Analytic saddle spheres in S3 are equatorial by Gálvez, José A., Mira, Pablo, Tassi, Marcos P.

“…A theorem by Almgren establishes that any minimal 2-sphere immersed in S 3 is a totally geodesic equator. In this paper we give a purely geometric extension of…”
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A quasiconformal Hopf soap bubble theorem by Gálvez, José A., Mira, Pablo, Tassi, Marcos P.

“…We show that any compact surface of genus zero in R 3 that satisfies a quasiconformal inequality between its principal curvatures is a round sphere. This…”
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Analytic saddle spheres in $$\mathbb {S}^3$$ are equatorial by Gálvez, José A., Mira, Pablo, Tassi, Marcos P.

“…Abstract A theorem by Almgren establishes that any minimal 2-sphere immersed in $$\mathbb {S}^3$$ S 3 is a totally geodesic equator. In this paper we give a…”
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Complete surfaces of constant anisotropic mean curvature by Gálvez, José A., Mira, Pablo, Tassi, Marcos P.

“…We study the geometry of complete immersed surfaces in R3 with constant anisotropic mean curvature (CAMC). Assuming that the anisotropic functional is…”
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Analytic saddle spheres in $\mathbb{S}^3$ are equatorial by Galvez, Jose A, Mira, Pablo, Tassi, Marcos P

“…A theorem by Almgren establishes that any minimal $2$-sphere immersed in $\mathbb{S}^3$ is a totally geodesic equator. In this paper we give a purely geometric…”
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A quasiconformal Hopf soap bubble theorem by Galvez, Jose A, Mira, Pablo, Tassi, Marcos P

“…We show that any compact surface of genus zero in Euclidean 3-space that satisfies a quasiconformal inequality between its principal curvatures is a round…”
Get full text

Complete surfaces of constant anisotropic mean curvature by Galvez, Jose A, Mira, Pablo, Tassi, Marcos P

“…We study the geometry of complete immersed surfaces in $\mathbb{R}^3$ with constant anisotropic mean curvature (CAMC). Assuming that the anisotropic functional…”
Get full text