2 publications
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Some characterizations of Euclidean Norms Among Minkowski NormsBy Reza Chavosh Khatamy, Dariush Latifi, Parisa Bahmandoust
Abstract: In this paper we study the geometry of indicatrix of Minkowski norms. We give in dimension three, two geometric characterizations of Euclidean norms among Minkowski norms.Cite this ArticleReza Chavosh Khatamy, Dariush Latifi, Parisa Bahmandoust, Some character-izations of Euclidean norms among Minkowski norms. Research & Reviews: Discrete Mathematical Structures. 2015; 2(1): 15–19p.
Published in Research & Reviews: Discrete Mathematical Structures · Vol. 2, Issue 1, 2015 · pp. 15–19 Read article →
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On Symmetry Preserving Diffeomorphisms of Generalized Symmetric Finsler SpacesBy Reza Chavosh Khatamy, Dariush Latifi
Abstract: In this paper, we study generalized symmetric Finsler spaces. We first study symmetry preserving diffeomorphisms, then we show that the group of symmetry preserving diffeomorphisms is a transitive Lie transformation group. Finally we give some existence theorems.MSC: 53C60, 53C30
Published in Research & Reviews: Discrete Mathematical Structures · Vol. 1, Issue 2, 2014 · pp. 1–4 Read article →