Konu "Randers metric" için Endüstri Mühendisliği Bölümü / Department of Industrial Engineering listeleme

Toplam kayıt 3, listelenen: 1-3

    • On some ricci curvature tensors in finsler geometry 

      Sengelen Sevim, Esra; Shen, Zhongmin; Ülgen, Semail (Mediterranean Journal of Mathematics, 2023)
      In this paper, we discuss several Ricci curvature tensors and their relationship with the Ricci curvature and some non-Riemannian quantities. By these Ricci curvature tensors, we shall have a better understanding on the ...

    • On some ricci curvature tensors in finsler geometry 

      Ülgen, Semail; Şengelensevim, Esra; Shen, Zhongmin (hosted by the American Mathematical Society, 2023)
      In this paper, we discuss several Ricci curvature tensors and their relationship with the Ricci curvature and some non-Riemannian quantities. By these Ricci curvature tensors, we shall have a better understanding on the ...

    • On strongly Ricci-quadratic finsler metrics 

      Şengelen Sevim, Esra; Shen, Zhongmin; Ülgen, Semail (Springer, 2023)
      Finsler metrics being Ricci-quadratic is a non-Riemannian condition since the Ricci curvature (tensor) is always Ricci-quadratic for Riemannian metrics. In this paper, we introduce the notion of strongly Ricci-quadratic ...