<資料>ガウスの誤差曲線式の誘導法について  [in Japanese] On Solution of Gaussian Equation of Error Curve  [in Japanese]

Abstract

It is known well that method of least squares is very important as a treatment method of errors occured in survey, physical measurement, etc. Many remarks on Gaussian error curve, which is the base of least squares, have been done by many mathematician, for example, Peason, Laplace etc since the eighteenth century but Gauss's method is known widely above all. The main purpose of this paper is to introduce Gauss's and Hagen's methods, etc and also to consider 'several theorems of probability' to be used in the process of calculations.

Journal

Bulletin of Aichi Institute of Technology. Part B   [List of Volumes]

Bulletin of Aichi Institute of Technology. Part B 20, 221-226, 1985-03  [Table of Contents]

Aichi Institute of Technology

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Codes

  • NII Article ID (NAID) :
    110000043576
  • NII NACSIS-CAT ID (NCID) :
    AN00007801
  • Text Lang :
    JPN
  • Journal Type :
    大学紀要
  • ISSN :
    03870812
  • NDL Article ID :
    3051862
  • NDL Source Classification :
    MA8(確率論・数理統計学)
  • NDL Source Classification :
    ZM2(科学技術--科学技術一般--大学・研究所・学会紀要)
  • NDL Call No. :
    Z14-355
  • Databases :
    NDL  NII-ELS 

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