Cartan Connection for h-Matsumoto change
Abstract
In the present paper, we have studied the Matsumoto change L(x,y)= L2(x,y)L(x,y) - β(x,y) with an h-vector bi(x,y). We have derived some fundamental tensors for this transformation. We have also obtained the necessary and sufficient condition for which the Cartan connection coefficients for both the spaces Fn=(Mn,L) and F\,n=(Mn,L) are same.
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