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- Q4826702 subject Q8391390.
- Q4826702 abstract "In mathematical group theory, the automorphism group of a free group is a discrete group of automorphisms of a free group. The quotient by the inner automorphisms is the outer automorphism group of a free group, which is similar in some ways to the mapping class group of a surface.".
- Q4826702 wikiPageExternalLink digit.php?an=JFM+50.0078.04.
- Q4826702 wikiPageExternalLink autosurvey.pdf.
- Q4826702 wikiPageWikiLink Q15021036.
- Q4826702 wikiPageWikiLink Q2137023.
- Q4826702 wikiPageWikiLink Q3845212.
- Q4826702 wikiPageWikiLink Q431078.
- Q4826702 wikiPageWikiLink Q609566.
- Q4826702 wikiPageWikiLink Q703577.
- Q4826702 wikiPageWikiLink Q7111377.
- Q4826702 wikiPageWikiLink Q72078.
- Q4826702 wikiPageWikiLink Q782566.
- Q4826702 wikiPageWikiLink Q83478.
- Q4826702 wikiPageWikiLink Q8391390.
- Q4826702 wikiPageWikiLink Q915906.
- Q4826702 comment "In mathematical group theory, the automorphism group of a free group is a discrete group of automorphisms of a free group. The quotient by the inner automorphisms is the outer automorphism group of a free group, which is similar in some ways to the mapping class group of a surface.".
- Q4826702 label "Automorphism group of a free group".