4 citations · 7 across the 7 of their papers we have counts for
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math.DG2008★ 2 cited
The number of constant mean curvature isometric immersions of a surface
Brian Smyth, Giuseppe Tinaglia
In classical surface theory there are but few known examples of surfaces admitting nontrivial isometric deformations and fewer still non-simply-connected ones. We consider the isom…
math.DG2008★ 1 cited
The Dynamics Theorem for CMC surfaces in R^3
William H. Meeks, Giuseppe Tinaglia
In this paper, we study the space of translational limits T(M) of a surface M properly embedded in R^3 with nonzero constant mean curvature and bounded second fundamental form. The…
math.DG2008★ 4 cited
The rigidity of embedded constant mean curvature surfaces
William H. Meeks, Giuseppe Tinaglia
We study the rigidity of complete, embedded constant mean curvature surfaces in R^3. Among other things, we prove that when such a surface has finite genus, then intrinsic isometri…