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We have two concepts of Douglas spaces and Lands-berg spaces as generalizations of Berwald spaces. S. Bacso gave thedenition of a weakly-Berwald space [2] as another generalizationof Berwald spaces. In the present paper, we nd the conditionsthat the Finsler space with an (;)-metric be a weakly-Berwaldspace and the Finsler spaces with some special (;)-metrics beweakly-Berwald spaces, respectively.
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참고문헌 (12)
참고문헌 신청
/ / Finsler spaces with 60 (2) : 123 ~ 134
/ / \ref \key 7 \bysame \paper Theory of Finsler spaces with \ab \jour Rep. Math. Phys. \vol 31 \yr 1992 \pages 43--83 \endref
/ 1996 / Landsberg spaces of dimension two with 57 (2) : 145 ~ 153
/ 1997 / On Finsler spaces of Douglas type. A generalization of the notion of Berwald space (3-4) : 385 ~ 406
/ 2002 / On a weakly Berwald Finsler space of Kropina type 13 (1) : 91 ~ 95
/ / \ref \key 7 \bysame \paper Theory of Finsler spaces with \ab \jour Rep. Math. Phys. \vol 31 \yr 1992 \pages 43--83 \endref
/ 1996 / Landsberg spaces of dimension two with 57 (2) : 145 ~ 153
/ 1997 / On Finsler spaces of Douglas type. A generalization of the notion of Berwald space (3-4) : 385 ~ 406
/ 2002 / On a weakly Berwald Finsler space of Kropina type 13 (1) : 91 ~ 95
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