Classifier Instance:

Anchor text: Graham Higman
Target Entity: Graham_Higman
Preceding Context: Every finitely presented group is recursively presented, but there are recursively presented groups that cannot be finitely presented. However a theorem of
Succeeding Context: states that a finitely generated group has a recursive presentation if and only if it can be embedded in a finitely presented group. From this we can deduce that there are (up to isomorphism) only countably many finitely generated recursively presented groups. Bernhard Neumann has shown that there are uncountably many non-isomorphic two generator groups. Therefore there are finitely generated groups that cannot be recursively presented.
Paragraph Title: null
Source Page: Presentation of a group

Ground Truth Types:

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Predicted Types:

TypeConfidenceDecision
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yagoGeoEntity-2.093780153770878 0
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