@Article{Taleshian2013,
author="Abolfazl Taleshian, Dordi Mohamad Saghali",
title="The Randers \(\beta\)-change of More Generalized M-th Root Metrics ",
year="2013",
volume="6",
number="4",
pages="305 - 310",
abstract="A change of Finsler metric \(F(x,y)\rightarrow \bar{F}(x,y)\) is called a Randers \(\beta\)-change of \(F\), if \(\bar{F}(x,y) = F(x,y) + \beta(x,y)\), where \(\beta(x,y)=b_i(x)y^i\) is a one-form on a smooth manifold \(M\). The purpose of the present paper is devoted to studying the conditions for more generalized m-th root metrics \(\tilde{F}_1= \sqrt{A_1^{\frac{2}{m_1}}+B_1+C_1}\) and \(\tilde{F}_1= \sqrt{A_2^{\frac{2}{m_2}}+B_2+C_2}\), when is established Randers \(\beta\)-change.",
issn=" ISSN 2008-949X",
doi="10.22436/jmcs.06.04.06",
url="http://dx.doi.org/10.22436/jmcs.06.04.06"
}