In this work, a set of combinatorial moves is determined, which realize the homeomorphism of bidimensional manifolds, working on their coloured triangulations, or –equivalently – on the edge-coloured graphs representing them. In particular, the obtained moves result to be equivariant with respect to the manifold boundary.
Equivalenze combinatorie di varietà bidimensionali / Casali, Maria Rita; R., Panisi. - In: ATTI DEL SEMINARIO MATEMATICO E FISICO DELL'UNIVERSITA' DI MODENA. - ISSN 0041-8986. - STAMPA. - 44:(1996), pp. 271-294.
Equivalenze combinatorie di varietà bidimensionali
CASALI, Maria Rita;
1996
Abstract
In this work, a set of combinatorial moves is determined, which realize the homeomorphism of bidimensional manifolds, working on their coloured triangulations, or –equivalently – on the edge-coloured graphs representing them. In particular, the obtained moves result to be equivariant with respect to the manifold boundary.
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