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Please use this identifier to cite or link to this item: http://hdl.handle.net/10561/925

Title: The quantities derived from linear parallel displacements along an infinitesimal parallelogram
Author: NAGANO, Tetsuya
Author's alias: 永野, 哲也
Issue Date: 11-Jan-2013
Publisher: 長崎県立大学
Shimei: 研究紀要
Issue: 13
Start page: 129
End page: 141
ISSN: 1883-8111
Abstract: The author studies objects provided from two linear parallel displacements. One is a difference of two parallel vectors provided from linear parallel displacements along two one way courses of an infinitesimal parallelogram. One of the others is a difference between an initial vector and a vector provided from a linear parallel displacement going around an infinitesimal parallelogram. The author guesses these objects are quantity to evaluate "a curvature" in each point of a Finsler space. To prove them is a problem of the future.
Keywords: linear parallel displacement
infinitesimal parallelogram
parallel vector
Finsler geometry
URI: http://hdl.handle.net/10561/925
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