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Dann ist auch f h ∈ L1 (µn ) und es gilt f dµn = (f h)| det h | dµn . (24) Beispiel 82 (Ellipsenfl¨ ache). Der Isomorphismus h : (x, y) → (ax, by) mit a, b > 0 bildet den Einheitkreis D auf die Ellipse mit den Halbachsen a und b ab.