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两组变量的直线或曲线拟合

STRAIT LINE FITTING AND CURVE FITTING WHEN TWO SETS OF OBSERVATIONS ARE TAKEN AS VARIABLES
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摘要 根据广义最小二乘法原理,用直线或曲线去拟合两组变量.提出的新方法;视两组观测值均为具有误差的变量.更为切合实际.所求出的参数估值为无偏估值. In this paper general least squares methad is used to fit strait line or curve and two sets of observations are taken as variables. In the past the empiric formula was found with conventional method which assumed that in two sets of observations one set were constants and another set were variables. The author presents a new method that treats both of two sets of observations as variables.This method is geared to reality and the estimates of unknown parameters found with this method are unbiassed estimates.
作者 朱家钰
出处 《阜新矿业学院学报》 1989年第2期12-16,共5页
关键词 工程测量 平差 经验方程 直线拟合 empiric formula general leas t squares method strait line fitting curve fitting adjust of indiret observations matrix
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参考文献1

  • 1於宗俦,鲁林成.测量平差基础[M]测绘出版社,1983. 被引量:1

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