It is known that every closed orientable 3-manifold can be represented by coloured knots, edge-coloured graphs or transitive permutation pairs. The present paper describes some relations between these representation theories: in particular, it is shown how to obtain a transitive permutation pair representing a 3-manifold M, starting from a coloured knot representing M.

Coloured knots and permutations representing 3-manifolds / Grasselli, Luigi. - In: MATHEMATICA PANNONICA. - ISSN 0865-2090. - STAMPA. - 7/2:(1996), pp. 177-183.

Coloured knots and permutations representing 3-manifolds

GRASSELLI, Luigi
1996

Abstract

It is known that every closed orientable 3-manifold can be represented by coloured knots, edge-coloured graphs or transitive permutation pairs. The present paper describes some relations between these representation theories: in particular, it is shown how to obtain a transitive permutation pair representing a 3-manifold M, starting from a coloured knot representing M.
7/2
177
183
Coloured knots and permutations representing 3-manifolds / Grasselli, Luigi. - In: MATHEMATICA PANNONICA. - ISSN 0865-2090. - STAMPA. - 7/2:(1996), pp. 177-183.
Grasselli, Luigi
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11380/453529
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