Homotopy classification of ribbon tubes and welded string links
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Publication:4977759
DOI10.2422/2036-2145.201507_003zbMath1375.57032arXiv1407.0184OpenAlexW1538289531MaRDI QIDQ4977759
Jean-Baptiste Meilhan, Paolo Bellingeri, Emmanuel Wagner, Benjamin Audoux
Publication date: 17 August 2017
Published in: ANNALI SCUOLA NORMALE SUPERIORE - CLASSE DI SCIENZE (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/1407.0184
link-homotopyMilnor invariantvirtual knotGauss diagramwelded string linkribbon torus-linkribbon tube
Related Items (17)
Extensions of some classical local moves on knot diagrams ⋮ The braid group of a necklace ⋮ On the Welded Tube Map ⋮ Some generalizations of Satoh’s Tube map ⋮ Arrow calculus for welded and classical links ⋮ Over then under tangles ⋮ Combinatorial approach to Milnor invariants of welded links ⋮ On finite type invariants of welded string links and ribbon tubes ⋮ LOCAL REPRESENTATIONS OF THE LOOP BRAID GROUP ⋮ Milnor invariants, \(2n\)-moves and \(V^n\)-moves for welded string links ⋮ A Markov's theorem for extended welded braids and links ⋮ Algebraic, combinatorial and topological properties of singular virtual braid monoids ⋮ Welded extensions and ribbon restrictions of diagrammatical moves ⋮ Classification of virtual string links up to cobordism ⋮ Milnor's concordance invariants for knots on surfaces ⋮ Link concordances as surfaces in 4-space and the 4-dimensional Milnor invariants ⋮ Classification of string links up to \(2n\)-moves and link-homotopy
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