In this paper, we prove that a strongly convex complex Finsler metric $F$ ona domain $D\subset\mathbb{C}^n$ is projectively flat (resp. dually flat) if andonly if $F$ comes from a strongly convex complex Minkowski metric.
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机译：在本文中，我们证明了当且仅当$ F $来自强凸时，域$ D \ subset \ mathbb {C} ^ n $上的强凸复Finsler度量$ F $是射影平坦的（分别是对偶平坦的）复杂的Minkowski指标。
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