Titlebook: Homogeneous Finsler Spaces; Shaoqiang Deng Book 2012 Springer Science+Business Media New York 2012 Finsler geometry.Killing vector fields.

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Book 2012 metrics on coset spaces, the Berwaldian characterization of globally symmetric Finsler spaces, the construction of examples of reversible non-Berwaldian Finsler spaces with vanishing S-curvature, and a classification of homogeneous Randers spaces with isotropic S-curvature and positive flag curvatu

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Introduction to Finsler Geometry,y explicit and interesting examples are presented in this section. Section . is devoted to introducing the Chern connection and flag curvature. In Sect.., we deduce the formula of the first variation of the arc length and give a detailed account of the exponential map of a Finsler space. We then int

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