李本伶
Li Benling
摘要:
In this article, the author studies the projectively flat Matsumoto metric F=α2/(α-β), where α=\sqrt{a_{ij}y^{i}y^{j}} is a Riemannian metric and β=biyi is a 1-form. They conclude that α is locally projectively flat and β is paralled with respect to α. And get the same result for the higher order approximate Matsumoto metric.
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