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- Stuck_unknot abstract "In mathematics, a stuck unknot is a closed polygonal chain that is topologically equal to the unknot but cannot be deformed to a simple polygon by rigid motions of the segments.Similarly a stuck open chain is an open polygonal chain such that the segments may not be aligned by moving rigidly its segments. Topologically such a chain can be unknotted, but the limitation of using only rigid motions of the segments can create nontrivial knots in such a chain.Consideration of such \"stuck\" configurations arises in the study of molecular chains in biochemistry.".
- Stuck_unknot wikiPageID "17682476".
- Stuck_unknot wikiPageLength "1017".
- Stuck_unknot wikiPageOutDegree "8".
- Stuck_unknot wikiPageRevisionID "670395793".
- Stuck_unknot wikiPageWikiLink Biochemistry.
- Stuck_unknot wikiPageWikiLink Category:Knots_(knot_theory).
- Stuck_unknot wikiPageWikiLink Mathematics.
- Stuck_unknot wikiPageWikiLink Polygonal_chain.
- Stuck_unknot wikiPageWikiLink Polymer.
- Stuck_unknot wikiPageWikiLink Simple_polygon.
- Stuck_unknot wikiPageWikiLink Triviality_(mathematics).
- Stuck_unknot wikiPageWikiLink Unknot.
- Stuck_unknot wikiPageWikiLinkText "''stuck'' unknots".
- Stuck_unknot wikiPageWikiLinkText "stuck unknot".
- Stuck_unknot wikiPageUsesTemplate Template:Knottheory-stub.
- Stuck_unknot subject Category:Knots_(knot_theory).
- Stuck_unknot hypernym Chain.
- Stuck_unknot type Company.
- Stuck_unknot comment "In mathematics, a stuck unknot is a closed polygonal chain that is topologically equal to the unknot but cannot be deformed to a simple polygon by rigid motions of the segments.Similarly a stuck open chain is an open polygonal chain such that the segments may not be aligned by moving rigidly its segments.".
- Stuck_unknot label "Stuck unknot".
- Stuck_unknot sameAs Q7627471.
- Stuck_unknot sameAs m.047qhpc.
- Stuck_unknot sameAs Q7627471.
- Stuck_unknot wasDerivedFrom Stuck_unknot?oldid=670395793.
- Stuck_unknot isPrimaryTopicOf Stuck_unknot.