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1 Several Time Maps and their Features Focused on Railway Networks in Eurasia Continent KOTOH Hiroshi In this study, I show several time maps using new concepts, and discuss their usefulness. For showing examples of time maps, I pick up the times required by railways of the Eurasia Continent. As usual, For making time maps, the multi-dimensional scaling method was applyed, which was proposed by Torgerson However, this method has two problems. One is that, we can hardly understand the true times required from the time map, and the other is that the topological structure is often broken in the time map by that method, hence we sometimes mislead the time map. I focus on the former problem and propose new time maps. I consider time maps based on the multi-dimensional scaling method. Then, I show two new ideas of time maps which partially indicate exact times required (between several cities). These time maps are worth using because the precision of them are as not being inferior compared with the time map using the multi-dimensional scaling method. Futhermore, I show simple shape time maps which are one dimension type, elliptic type, and 8 character type. These time maps are valid for evaluating the transeportation network and effect of new railways. Torgerson No
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11 1 1991:FORTRAN : No.30pp Vol. 3 pp GIS vol. 5 No. 2 pp : No.10 pp : 11Torgerson1952: Multidimensional Scaling : I, Theory and Method. Psychometrika, Vol.17pp NO Berlin Chita Samarkand Petropaul Yereban 64 Skovorodino 72 Kuala Lumpur Komsomol'sk-na-Amure NO Warsaw Taishet Ulan Bator Goliki Ashkabad Kurgan Khark'kov Charjew NO Minsk Irkutsk Tbilisi Mashhad Ankara Saratov NO Moskva Ulan-Ude Hanoi Dushanbe Tehran Izmit Baku (hour) NO Perm' Khabarovsk Krasnoyarsk Ho- Chi Minn Arys Kerman Budapest Phnom Penh NO NO 7 Omsk 8 Novosibirsk Manzhouli NO 6 Yekaterinburg 14 Vladivostok Aktogai Esfahan Istanbul Bangkok (hour) (hour) Almaty Samara Tabriz Tynda Singapore Tashkent Karaganda Rostov Okt'abr'skil No
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