Regular Homotopies In The Plane, Pt 2
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✎ Suggest a correctionGives a constructive proof of the Whitney-Graustein Theorem which states that two regular curves in a plane are regularly homotopic if and only if they have the same rotation number.
More in Topology Series
- Space Filling Curves 1972
- Regular Homotopies In The Plane, Pt 1 1973
- Regular Homotopies In The Plane, Pt 2 1975
- Turning a sphere inside out. 1976
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Sources
- A-V Online (National Information Center for Educational Media). CD-ROM database of educational and documentary media, compiled and maintained by the National Information Center for Educational Media (NICEM). — title, year, creator, length, format, description
- 16mm Filmography (legacy record) — sound, catalog record
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