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- Some properties of the space form of graph like Hypersurfaces,ZhangZhao/Nanjing Normal University,0/10
- Some geometric properties of a class of exponential metric,LiJun/Nanjing Normal University,0/16
- The Researches on Some Important Projective Properties and Conformal Properties of (α,β)-spaces,ChenGuangZu/Shanghai University,0/20
- On Some Finsler Metrics with Special Projective Properties,XuBing/Ningbo University,0/1
- A class of generalized (alpha, beta) - some results of measurement,XuDongKe/Zhejiang University,0/1
- 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
- The Studies on Two Kinds of Non-Rieman-nian Quantities (?)-curvature and H-curvature,YuanMinGao/Chongqing University of Technology,0/15
- Flag Curvature and Cartan Torsion of a Class of Finsler Manifolds,ZhouLinFeng/Beijing University,0/146
- About some important Finsler metric,LiBenLing/Zhejiang University,2/155
- Projectively flat Finsler metric and projective Randers metrics,ZuoYaoYong/Zhejiang University,0/68
- On Some Special Projectively Flat Finsler Metrics,ZhaoLiLi/Zhejiang University,0/52
- The Finsler manifolds harmonic maps and projective flat Asanov metric,HanJingWei/Zhejiang University,0/63
- Locally Dual Flat Finsler Metrics,ZhouYuSheng/Southwestern University,0/33
- On Exponential Metrics with Isotropic S-Curvature and Finsler Metrics Which Are Projectively Equivalent to a Riemann Metric,SunJianKai/Chongqing University,0/22
- A Class of Special Projectively Flat(α, β)-Metric and the Dual Flat Finsler Space,LiLiang/Southwestern University,0/18
- On a Class of Projectively Flat (α, β)-metrics,LiMing/Southwestern University,0/14
- Some Properties of Finsler Metric with Generalized Isotropic Berwald Curvature and a Class of Special (α,β)-Metric,LiuRuiHua/Southwest China Normal,0/25
- Special about projectively flat Finsler metric,ZhangShuJie/Ningbo University,0/19
- The Study on Some Important Classes of Locally Dually Flat (α,β)-metrics,JiangJingNong/Chongqing University of Technology,0/11
- Research on Several Problems of Non-Space Form and a Class of Projectively Flat Polynomial (α, β)-Metrics,HuaYiPing/Anhui Normal University,0/8

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