On Einstein-Rander’s Metric

We study a characteristic condition of Einstein-Rander's metrics, we prove that a non-Riemannian Rander's metric
=  +  is Einstein metric. By using the data (h, W), it is proved that an n-dimensional (n≥2) Rander's metric
=  +  is having projective changes between a Finsler space with, -metric and the associated Riemannian metric. Mathematics Subject Classification (2010): 53A20, 53B40, 53C60, 58J60.