Finsler Metrics Compatible With A Special Riemannian Structure

  • Published : 2000.04.01


We introduce the notion of the Finsler metrics compat-ible with a special Riemannian structure f of type (1,1) satisfying f6+f2=0 and investigate the properties of Finsler space with them.


  1. J. Math. Kyoto Univ v.29 Complex Finsler manifolds M. Fukui
  2. Tensor, N. S v.37 Almost Hermitian Finsler manifolds Y. Ichijyo
  3. Riv, Mat. Univ. Parma v.14 Finsler metrics on almost complex manifolds Y. Ichijyo
  4. Proceedings of the 30th symposium on Finsler Geometry(Nagasaki) On Finsler metrics compatible with f-structures Y. Ichijo
  5. Tensor v.34 Projective changes of Finsler metrics and projectively flat Finsler spaces M. Matsumoto
  6. Foundations of Finsler geometry and special Finsler spaces M. Matsumoto
  7. Tensor, N. S On nearly Kaehlerian Finsler manifolds H. S. Park
  8. Bull. Korean Math. Soc v.36 On the FInsler spaces with f-structure H. S. Park;I. Y. Lee
  9. Tensor, N. S v.58 On Finsler metrics compatible with φ(4,2)-structure H. S. Park;H. Y. Park
  10. Riv. Mat. Univ. Parma v.4 Strutture di Finsler di tipo quasi Hermitiano G. B. Rizza
  11. Tensor, N. S v.14 On a structure defined by a tensor field f of type(1,1) satisfying f³ + f = 0 K. Yano
  12. Tensor, N. S v.23 Structures defined by a tensor field φ of type (1,1) satisfying φ⁴± φ² = 0 K. Yano;C. S. Houh;B. Y. Chen