00:00 Moduli spaces for compact Riemann surfaces
00:00 Introduction. Operators D and I
06:58 (Quasi)complex structure
14:08 Lemmas 1,2
17:51 Dolbeault operator and tangent space to the moduli space
25:48 Virasoro algebra with c = 0 ( Witt algebra) introduction
25:48 Witt algebra, topological tricks with the RIemann surface
44:16 Differential forms, Cauchy formula
01:05:04 The conclusion: the results of the calculation
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