Abstract
In this paper, we will present the past and the present situation of a very controversial topic in Finsler geometry: the necessary and sufficient conditions for a Randers space to be of constant curvature. The research on this subject started more than a quarter of century ago, but its final act was played only two years ago. Moreover, the history of Yasuda-Shimada theorem and few words on the life of Professor Yasuda are added. Finally miscellaneous topics studied by the Japanese group of Finsler geometers are reviewed.
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