Lins-Mandel spaces are 3-manifolds represented by "highly-symmetric" edge-coloured graphs. The paper describes the topological structure of Lins-Mandel spaces in terms of branched coverings of the 3-sphere and illustrates generalizations of these spaces.
Grasselli, Luigi e Mulazzani, M.. "Generalized Lins-Mandel spaces and branched coverings of S3" Working paper, Disertaciones del Seminario de Matematicas Fundamentales - UNED - Madrid (Spagna), 1994.
Generalized Lins-Mandel spaces and branched coverings of S3
GRASSELLI, Luigi;
1994
Abstract
Lins-Mandel spaces are 3-manifolds represented by "highly-symmetric" edge-coloured graphs. The paper describes the topological structure of Lins-Mandel spaces in terms of branched coverings of the 3-sphere and illustrates generalizations of these spaces.
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