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- HNN_extension abstract "In mathematics, the HNN extension is a basic construction of combinatorial group theory.Introduced in a 1949 paper Embedding Theorems for Groups by Graham Higman, B. H. Neumann and Hanna Neumann, it embeds a given group G into another group G' , in such a way that two given isomorphic subgroups of G are conjugate (through a given isomorphism) in G' .".
- HNN_extension wikiPageID "2823319".
- HNN_extension wikiPageRevisionID "578169805".
- HNN_extension hasPhotoCollection HNN_extension.
- HNN_extension subject Category:Combinatorics_on_words.
- HNN_extension subject Category:Group_theory.
- HNN_extension comment "In mathematics, the HNN extension is a basic construction of combinatorial group theory.Introduced in a 1949 paper Embedding Theorems for Groups by Graham Higman, B. H. Neumann and Hanna Neumann, it embeds a given group G into another group G' , in such a way that two given isomorphic subgroups of G are conjugate (through a given isomorphism) in G' .".
- HNN_extension label "Extension HNN".
- HNN_extension label "Extensión HNN".
- HNN_extension label "HNN extension".
- HNN_extension label "HNN擴張".
- HNN_extension sameAs Extensión_HNN.
- HNN_extension sameAs Extension_HNN.
- HNN_extension sameAs m.084zs2.
- HNN_extension sameAs Q3062521.
- HNN_extension sameAs Q3062521.
- HNN_extension wasDerivedFrom HNN_extension?oldid=578169805.
- HNN_extension isPrimaryTopicOf HNN_extension.