On Matsumoto metrics of scale flag curvature
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🧮 math.DG
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matsumotometricalphabetacurvatureflagcontributesflat
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This paper contributes to the study of the Matsumoto metric F=alpha^2/beta, where the alpha is a Riemannian metric and the beta is a one form. It is shown that such a Matsumoto metric F is of scalar flag curvature if and only if F is projectively flat.
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