We have collected several open problems on graphs which arise in geometric topology, in particular in the following areas: (1) basic embeddability of compacta into the plane R^2; (2) approximability of maps by embeddings; (3) uncountable collections of continua in R^2 and their span; and (4) representations of closed PL manifolds by colored graphs. These problems should be of interest to both topologists and combinatorists.

Open problems on graphs arising from geometric topology / Cavicchioli, Alberto; D., Repovs; Ab, Skopenkov. - In: TOPOLOGY AND ITS APPLICATIONS. - ISSN 0166-8641. - STAMPA. - 84:(1998), pp. 207-226.

Open problems on graphs arising from geometric topology

CAVICCHIOLI, Alberto;
1998

Abstract

We have collected several open problems on graphs which arise in geometric topology, in particular in the following areas: (1) basic embeddability of compacta into the plane R^2; (2) approximability of maps by embeddings; (3) uncountable collections of continua in R^2 and their span; and (4) representations of closed PL manifolds by colored graphs. These problems should be of interest to both topologists and combinatorists.
84
207
226
Open problems on graphs arising from geometric topology / Cavicchioli, Alberto; D., Repovs; Ab, Skopenkov. - In: TOPOLOGY AND ITS APPLICATIONS. - ISSN 0166-8641. - STAMPA. - 84:(1998), pp. 207-226.
Cavicchioli, Alberto; D., Repovs; Ab, Skopenkov
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11380/305887
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