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An alternate proof that the fundamental group of a Peano continuum is finitely presented if the group is countable - MaRDI portal

An alternate proof that the fundamental group of a Peano continuum is finitely presented if the group is countable (Q3113355)

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An alternate proof that the fundamental group of a Peano continuum is finitely presented if the group is countable
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    An alternate proof that the fundamental group of a Peano continuum is finitely presented if the group is countable (English)
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    9 February 2012
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    coarse geometry
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    coarse connectivity
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    finitely presented group
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    fundamental group
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    Peano continuum
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