这本书从数学概念开始一步步推导出了不确定度概念,下载链接见后。
不确定度是测量者主观认为(未知)误差值不可确定的程度---用误差所存在的概率区间的评价值(误差的所有可能取值的发散性)来表示。
围绕这一概念所发表的相关论文如下: 1、误差理论的新哲学观,《计量学报》, 2015, 36(6):666-670 2、The New Concepts of Measurement Error Theory. MEASUREMENT, 2016, 83: 96-105 3、The New Concepts of Measurement Error's Regularities and Effect Characteristics. MEASUREMENT, 2018, 126: 65-71 4、Comparison of Variance Concepts Interpreted by Two Measurement Theories. Journal of Nonlinear and Convex Analysis, 2019, 20(7):1307-1316 5、Origin and Evolution of Conceptual Differences Between Two Measurement Theories. FUZZY SYSTEMS AND DATA MINING VI,2020,331:66-77 6、A New Theoretical Interpretation of Measurement Error and Its Uncertainty. DISCRETE DYNAMICS IN NATURE AND SOCIETY, 2020 7、 测量误差理论的真值中心论及测得值中心论,《计量科学与技术》,2021, 65(3): 19-27. doi: 10.3969/j.issn.2096-9015.2021.03.04 8、Mathematical Concepts of Numerical Value and Variable in the Interpretation of Measurement Theory. Journal of Nonlinear and Convex Analysis, 2022,23(9):2021-2034 9、Robust Estimation Method Using Successive Approximation Algorithm to Correct Errors. Frontiers in Artificial Intelligence and Applications, 2022, 363:518-5 10、Weights Allocation for Optimal Uncertainty Evaluation. Journal of Nonlinear and Convex Analysis, 2023 下载链接:
可直接从第三章开始看。
补充内容 (2023-1-20 11:52):
这里直接进入下载链接https://zhuanlan.zhihu.com/p/587834298
补充内容 (2023-2-2 11:27):
十多年来,本论坛经常为不确定度概念争执不休,其根子问题实际在于对不确定度概念的理解不同,大家谈问题不在同一个频道。
补充内容 (2023-2-24 18:35):
2023 2 22更新,强化了真值方程与测得值方程的区分。 |