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An alternate proof that the fundamental group of a Peano continuum is finitely presented if the group is countable
2011
Glasnik Matematicki - Serija III
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We give an alternate proof, using coarse geometry, that if the fundamental group of a compact, connected, locally connected metric space is countable, then the fundamental group is finitely presented. This result was first proved by Katsuya Eda and the argument can be found in [5] .
doi:10.3336/gm.46.2.18
fatcat:qml2gkrwy5go3nk2cz2yyakzli