Complex Analytic and Differential Geometry
8 Chapter I. Complex Differential Calculus and Pseudoconvexity M Uα Uα∩Uβ Uβ τβ τα Rm Vα Vβ τα(Uα∩Uβ) τβ(Uα∩Uβ) ταβ Fig. I-1 Charts and transition maps s(Ω,R) the set of functions fof class C son Ω, i.e. such that f τ−1 α; if Ω is not open, Cs(Ω,R) is the set of functions which have a Csextension to some neighborhood of Ω.
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