| Ž –¼ | âŒû@•q•v (Toshio SAKAGUCHI) |
|---|---|
| E –¼ | ‹³Žö |
| Šw —ð |
1970”N –kŠC“¹‘åŠw—Šw•””Šw‰È‘²‹Æ 1972”N –kŠC“¹‘åŠw‘åŠw‰@—ŠwŒ¤‹†‰ÈCŽm‰Û’ö”ŠwêUC—¹ 1976”N “¯ ”ŽŽm‰Û’ö”ŠwêU–žŠú‘ÞŠw |
| Šw ˆÊ | Ph.D. 1988”N6ŒŽ@ Subspaces in Lagrange spaces |
| ê–啪–ì | ”÷•ªŠô‰½Šw |
| ƒL[ƒ[ƒh | ƒŠ|ƒ}ƒ“‹óŠÔAƒtƒBƒ“ƒXƒ‰|‹óŠÔA ƒ‰ƒOƒ‰ƒ“ƒWƒ…‹óŠÔAˆê”ÊŒv—Ê‹óŠÔ |
| ’˜‘˜_•¶‚È‚Ç | 1) On complex semi-symmetric metric F-connection (Hokkaido Math. J.C5C1976) |
| 2) On Finsler spaces of scalar curvature (Tensor, N. S.C38C1982) | |
| 3) On Finsler spaces with property H (Tensor, N. S., 45, 1987) | |
| 4) On the geometry of generalized metric spaces III. Spaces with special forms of curvature tensors (Publ. Math. DebrecenC42C1993) | |
| 5) On generalized metric spaces and their associated Finsler spaces II. g-Landsberg spaces of scalar curvature K (Publ. Math. DebrecenC45C1994) | |
| Žå—vŠ‘®Šw‰ï | “ú–{”Šw‰ïAƒeƒ“ƒ]ƒ‹Šw‰ï |
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