PUBLICATIONS DE L'INSTITUT MATHÉMATIQUE (BEOGRAD) (N.S.) Vol. 36(50), pp. 8791 (1984) 

ON THE CURVATURE COLLINEATION IN FINSLER SPACES.P. SinghDepartment of Mathematics, Kenyatta Univ. College, Box 43844, Nairobi, KenyaAbstract: We define $\bar x^i=x^i+v^i(x)\delta t$ as the $h$curvature collineation of a Finsler space, supposing that the Lie derivative of Bervald's curvature tensor is equal to zero. Then we prove that every motion and every homothetic transformation admitted in a Finsler space are $H$curvature collineations. Some special cases are also discussed. Classification (MSC2000): 53B40 Full text of the article:
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