On Randers Change of Generalized $m$th Root Metric

Abstract

In the present paper, we find a condition under which a Finsler space\xa0with Randers change of generalized $m$th root metric is projectively related to an $m$th\xa0root metric. Then we find a condition under which Randers change of generalized $m$th root\xa0Finsler metric is locally projectively flat and also find a condition for locally dually flatness.