In this paper the general relatively isotropic L -curvature Finsler metrics are studied. It is shown that on constant relatively Landsberg spaces, the concepts of weakly Landsbergian, Landsbergian and generalized Landsbergian metrics are equivalent. Some necessary conditions for a relatively isotropic L -curvature Finsler metric to be a Riemannian metric are also found.
NAJAFI, B. , TAYEBI, A. and REZAII, M. M. (2005). ON GENERAL RELATIVELY ISOTROPIC L-CURVATURE FINSLER METRICS. Iranian Journal of Science, 29(3), 357-366. doi: 10.22099/ijsts.2005.2812
MLA
NAJAFI, B. , , TAYEBI, A. , and REZAII, M. M. . "ON GENERAL RELATIVELY ISOTROPIC L-CURVATURE FINSLER METRICS", Iranian Journal of Science, 29, 3, 2005, 357-366. doi: 10.22099/ijsts.2005.2812
HARVARD
NAJAFI, B., TAYEBI, A., REZAII, M. M. (2005). 'ON GENERAL RELATIVELY ISOTROPIC L-CURVATURE FINSLER METRICS', Iranian Journal of Science, 29(3), pp. 357-366. doi: 10.22099/ijsts.2005.2812
CHICAGO
B. NAJAFI , A. TAYEBI and M. M. REZAII, "ON GENERAL RELATIVELY ISOTROPIC L-CURVATURE FINSLER METRICS," Iranian Journal of Science, 29 3 (2005): 357-366, doi: 10.22099/ijsts.2005.2812
VANCOUVER
NAJAFI, B., TAYEBI, A., REZAII, M. M. ON GENERAL RELATIVELY ISOTROPIC L-CURVATURE FINSLER METRICS. Iranian Journal of Science, 2005; 29(3): 357-366. doi: 10.22099/ijsts.2005.2812
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