@article{oai:muroran-it.repo.nii.ac.jp:00008299,
 author = {IGARASHI, Takanori and 五十嵐, 敬典},
 journal = {室蘭工業大学紀要, Memoirs of the Muroran Institute of Technology},
 month = {Nov},
 note = {application/pdf, We introduce the conception of C-reducibility in Cartan space, and show that a Cartan space endowed with (.ALPHA.,.BETA.)-metric is C-reducible, if and only if the metric is only of Randers' or Kropina's type. This is the main theorem in this paper. Moreover, we consider C-reducibility in Cartan space endowed with a generalized Randers metric which derived from a usual Cartan metric by .BETA.-change. We prove that the space with the generalized metric is C-reducible if the space with original metric is C-reducible, and that the converse is true., 投稿論文},
 pages = {115--119},
 title = {On C-Reducibility in Cartan Space},
 volume = {49},
 year = {1999},
 yomi = {イガラシ, タカノリ}
}