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Showing 1 to 5 of 5 for “"Clifford torus"”.
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Hamiltonian non-isotopy between the Clifford torus and the Chekanov torus in $\R^4$
… the Hamiltonian non-isotopy between the monotone Clifford torus and the Chekanov torus in $\R^4$ by employing three Hamiltonian isotopy invariants: counting of Maslov index 2 pseudo-holomorphic discs with boundaries lying on the torus [EP], the Hamiltonian invariant associated to versal …
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Minimal Surfaces in three-sphere with special spherical symmetry
… having this symmetry. We also show that the Clifford torus is the unique embedded minimal torus in three sphere possessing special spherical symmetry.
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Computations in monotone Floer theory
… that cannot be made disjoint from the standard Clifford torus by a Hamiltonian isotopy.
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Non-collapsing on Hypersurfaces of Prescribed Curvature
… our hypersurfaces are congruent to a Clifford torus. One of the key ingredients in this work is based on the smart deployment of the maximum principle argument to a function of two variables that is defined on our hypersurfaces. The second main object of study is the mean convex mean …
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Non-collapsing on Hypersurfaces of Prescribed Curvature
… our hypersurfaces are congruent to a Clifford torus. One of the key ingredients in this work is based on the smart deployment of the maximum principle argument to a function of two variables that is defined on our hypersurfaces. The second main object of study is the mean convex mean …