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中文摘要：
20世纪60年代数学家重新从广泛的意义上提出非最小二乘估计问题,并已在抗差估计中取得重要的进展。从1980年起,抗差估计理论开始被引入测量领域,并出现了许多方案。本文依据统计检验,结合IGG1区间划分的部分思想,提出了一种全新的定权思路,给出了一个简要数学模型。利用MATLAB编程,将本文提出的方法与经典的IGG1方法进行了比较,对它的抗差效果进行了总结分析,通过一个经典算例,表明新方法具有准确定位粗差的优点。
英文摘要：
In the 1960s,mathematicians resumed the non-least-squares problems and have made prominent progress in the robust estimation.From 1980,robust estimation theory has been applied in the field of measuring,and there have been many schemes.According to statistical test and part of the division of thinking for IGG1 method,a new robust scheme with simple mathematical model was proposed in this paper.On a small net,the new scheme was compared with IGG1 method to find its unique merit of locating outlier.At last this paper made a summary of the results of trial computation.Via a classic example,it demonstrated that the new method had the advantage of accurately positioning the gross errors.
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