WebMg the bundle of Abelian differentials. A point in ΩMg is specified by a pair (X,ω), where X is in Mg and where ω ∈ Ω(X) a nonzero holomorphic 1-form on X. There is a natural action of SL 2(R) on ΩMg, giving moduli space a dynam-ical flavor. The projection of any orbit SL 2(R) · (X,ω) yields a holomorphic
NOTES ON GROUP THEORY - IIT Kanpur
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A group of order 1, 2, 3, 4 or 5 is abelian - YouTube
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