FINSLER SPACES WITH THE SECOND APPROXIMATE MATSUMOTO METRIC

Hong-Suh Park,Eun-seo Choi

FINSLER SPACES WITH THE SECOND APPROXIMATE MATSUMOTO METRIC

2002

Hong-Suh Park
Eun-seo Choi

The present paper is devoted to studying the condition for a Finsler space with the second approximate Matsumoto metric to be a Berwald space and to be a Douglas space.

Keywords:

Metric differential
Mathematical analysis
Injective metric space
Fisher information metric
Metric (mathematics)
Fubini–Study metric
Topology
Pseudometric space
Metric space
Convex metric space
Mathematics

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