About 30 item dissertation in line with Finsler metric query results,the following is 1 to 50(Search took 0.072 seconds)
 The Researches on Some Important Projective Properties and Conformal Properties of (α,β)spaces,ChenGuangZu/Shanghai University,0/20
 The Studies on Some Projective Invariances and Conformal Invariances in Finsler Geometry,ZhangZuo/Chongqing University of Technology,0/4
 On Some Finsler Metrics with Special Projective Properties,XuBing/Ningbo University,0/1
 A locally dual flat generalized (alpha, beta)  Metric,TangZiZuo/Zhejiang University,0/1
 Some Rigidity Theorems on Finsler Manifolds,ZengWeiWei/Southwestern University,0/6
 The Properties of Two Class of Exponential Finsler Metrics,QinChunMei/Southwestern University,0/8
 On Locally Projectively Flat and Locally Dually Flat General (α,β)metrics,WangXingShang/Anhui Normal University,0/12
 About some important Finsler metric,LiBenLing/Zhejiang University,2/155
 Projectively flat Finsler metric and projective Randers metrics,ZuoYaoYong/Zhejiang University,0/68
 Some Results on Harmonic Map between RiemannFinsler Manifolds,ZhangYan/Zhejiang University,0/145
 The Finsler manifolds harmonic maps and projective flat Asanov metric,HanJingWei/Zhejiang University,0/63
 Some Submanifold Properties and Projective Properties of (α,β)space,CuiNingWei/Zhejiang University,0/31
 Some Questions in Finsler Geometry and Dipolarization of 2step Nilpotent Lie Algebra,WangXiaoYang/Nankai University,0/53
 Locally Dual Flat Finsler Metrics,ZhouYuSheng/Southwestern University,0/33
 Some Properties of a Class of Randers Metrics is Pointwise Projective to Riemannian Metric,LiGuangMing/Southwestern University,0/21
 Some Properties of Special (α, β)Metrics with Flag Curvature and Locally Dually Flat,GuoYingDi/Southwestern University,0/19
 Curvature Properties in Finsler Geometry and Projective Flat Finsler Metric,XiangChunHuan/Chongqing University,0/35
 On Projective Properties of General Finsler Metric and Three Special Finsler Metrics,LiFang/Southwest China Normal,0/38
 On a Class of Special (α,β)Metric,DuanChunSheng/Southwest China Normal,0/10
 Randers Spaces of Constant Scurvature Induced by Almost Contact Metric Structures,QuHong/Nanjing Normal University,0/11
 The Szabó Metric on Product of Complex Manifolds,ChenYongFa/Xiamen University,0/11
 Some Properties of Finsler Metric with Generalized Isotropic Berwald Curvature and a Class of Special (α,β)Metric,LiuRuiHua/Southwest China Normal,0/25
 Finsler Spaces with Constant Curvature and Lreducible Finsler Spaces,TongYin/Southwestern University,0/16
 (α, β)metrics with Special Curvature Properties,WangHui/Chongqing University,0/17
 Some NonRiemannian Curvature Properties of the Douglas Metrics and the Finsler Metrics of Randers Type,XueShanZeng/Chongqing University,0/23
 (α, β)complex Finsler Metrics and Product Complex Finsler Metrics,WuZhiCheng/Xiamen University,0/16
 On Some Special Douglas Finsler Metics,ZuDouZuo/Ningbo University,0/6
 Research on the Curvature Properties of Generalized DouglasWeyl Metrics,ChenGuangZu/Chongqing University of Technology,0/11
 The Study on Ricci Curvature Properties of (α , β)metrics,TianYanFang/Chongqing University of Technology,0/18
 The Study on Some Important Classes of Locally Dually Flat (α,β)metrics,JiangJingNong/Chongqing University of Technology,0/11
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