71 research outputs found
Pseudo-parallel Lagrangian submanifolds are semi-parallel
We prove a conjecture formulated by Pablo M. Chacon and Guillermo A. Lobos in
[Pseudo-parallel Lagrangian submanifolds in complex space forms, Differential
Geom. Appl.] stating that every Lagrangian pseudo-parallel submanifold of a
complex space form of dimension at least 3 is semi-parallel
Constant Angle Surfaces in \H^2\times \R
In this paper we classify constant angle surfaces in \H^2\times\R, where
\H^2 is the hyperbolic plane.Comment: 9 Latex page
Constant Angle Surfaces in Product Spaces
We classify all the surfaces in for which the
tangent space makes constant angles with
(or equivalently with for every point
of . Here and are 2-dimensional space
forms, not both flat. As a corollary we give a classification of all the
totally geodesic surfaces in .Comment: 25 pages, revised version: added references, typos correcte
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