*Corresponding author email id:kunjbiharipandey05@gmail.com
**Corresponding author email id:yvirendra083@gmail.com
***Corresponding author email id:alokadesh4@gmail.com
In this paper, we find the necessary and sufficient condition for a Finsler space with special L= λ1α+λ2β2/α to be a Berwald space and also to be a Berwald space, where (α) could be a Riemannian metric and (β) may be a differential one form. In this paper, we give the conformal condition for the special metric as (3.7). In the Finsler space, we see special (α,β)-metrices such as Randers metric, Kropina metric, and Matsumoto metric, etc.
Finsler space, Berwald space, Conformal space
