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On the L-duality of a Finsler space with exponential metric αeβ/α
(De Gruyter, 2018)
The (α, β)-metrics are the most studied Finsler metrics in
Finsler geometry with Randers, Kropina and Matsumoto metrics being
the most explored metrics in modern Finsler geometry. The L-dual of
Randers, Kropina and Matsumoto ...
Characteristic Properties of the Indicatrix Under a Kropina Change of Finsler Metric
(Chinese Academy of Sciences: Beijing, China, 2018)
The theory of β−change in Finsler geometry was first introduced by C. Shibata
in [13]. In this paper, we study the behaviour of Indicatrices under a special β−change,
known as Kropina change of Finsler metric.