The Folded Ribbon Theorem. A Contribution to the Study of Immersed Circles

DOI10.2307/1995104zbMath0182.26404OpenAlexW4234879857MaRDI QIDQ5572115

George K. Francis

Publication date: 1969

Full work available at URL: https://doi.org/10.2307/1995104

zbMATH Keywords

topology

Related Items (10)

On smooth functions that are even on the boundary of a ball ⋮ Untangling planar curves ⋮ Spherical Curves that Bound Immersed Discs ⋮ Orientation-Preserving Mappings, A Semigroup of Geometric Transformations, and a Class of Integral Operators ⋮ Diffeomorphic Invariants of Immersed Circles ⋮ Detecting and decomposing self-overlapping curves ⋮ Curves on surfaces, charts, and words ⋮ Branched and folded parametrizations of the sphere ⋮ Virtual strings. ⋮ Extensions through codimension one to sense preserving mappings

Cites Work

• The combinatorial topology of analytic functions on the boundary of a disk
• On regular homotopy in codimension 1
• Characterizations of the restriction of a holomorphic function to the boundary of a disk
• A theory of normal curves and some applications
• Diffeomorphic Invariants of Immersed Circles
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