typos
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@ -65,11 +65,11 @@ InstallMethod("ConjugationQuandle", "for a group",
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[IsGroup and IsFinite],
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[IsGroup and IsFinite],
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function(G)
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function(G)
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local fam, elts;
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local fam, elts;
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fam := CollectionFamily(ConjugatorFamily(ElementsFamily(FamilyObj(G))));
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fam := CollectionsFamily(ConjugatorFamily(ElementsFamily(FamilyObj(G))));
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# Question: how do we easily/quickly determine a set of generators of
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# Question: how do we easily/quickly determine a set of generators of
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# Conj(G) from a set of generators of G, so that we can handle infinite
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# Conj(G) from a set of generators of G, so that we can handle infinite
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# conj-quandles here?
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# conj-quandles here?
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elts := List(Elements(G), g -> ConjugatorObj(g));
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elts := List(Elements(G), g -> ConjugatorObj(g) );
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# What we would like to do is
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# What we would like to do is
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# return AsLeftQuandle[NC?](elts);
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# return AsLeftQuandle[NC?](elts);
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# but that's NIY.
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# but that's NIY.
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