Estimating uncertainty of a measurement process

被引:0
|
作者
Chang, Ning [1 ]
Lambert, Jim [1 ]
机构
[1] Cisco Syst, 170 W Tasman Dr, San Jose, CA 95134 USA
关键词
EUMP (Estimating Uncertainty of a Measurement Process); multi regression; Monte Carlo simulation; measurement system; probabilistically converging system; predictable system;
D O I
10.1109/CIMSA.2007.4362529
中图分类号
TP18 [人工智能理论];
学科分类号
081104 ; 0812 ; 0835 ; 1405 ;
摘要
Estimating a measurement of software quality is a challenge where uncertainty and variation have the greatest impact. Especially, at times when there is not enough information. Here, EUMP (Estimating Uncertainty of a Measurement Process) is introduced EUMP is a recursive process which is using both multi regression and Monte Carlo simulation. It can be systematically obtained through EUMP for all distribution functions of both dependent and independent variables. Moreover, dependent variable can be estimated. Finally, a predictable system will be described, where the error of an estimated dependent variable will be proven it goes to zero when time (t) goes to infinity.
引用
收藏
页码:9 / +
页数:2
相关论文
共 50 条
  • [21] Process measurement impact on the verification uncertainty
    Bachmann, J
    Linares, JM
    Aranda, S
    Sprauel, JM
    [J]. ADVANCED MATHEMATICAL & COMPUTATIONAL TOOLS IN METROLOGY VI, 2004, 66 : 149 - 158
  • [22] Critique of The Guide to the Expression of Uncertainty in Measurement method of estimating and reporting uncertainty in diagnostic assays
    Krouwer, JS
    [J]. CLINICAL CHEMISTRY, 2003, 49 (11) : 1818 - 1821
  • [23] UML knowledge model for measurement process including uncertainty of measurement
    Bharti, Priyanka
    Yang, QingPing
    Forbes, Alistair B.
    Koucha, Yacine
    [J]. International Journal of Metrology and Quality Engineering, 2021, 12
  • [24] Estimating the measurement uncertainty in forensic breath-alcohol analysis
    Gullberg, Rod G.
    [J]. ACCREDITATION AND QUALITY ASSURANCE, 2006, 11 (11) : 562 - 568
  • [25] Trajectory estimating methods based on dynamic uncertainty of optical measurement
    Cui Shuhua
    Liu Junhu
    Wang Min
    Li Guo
    Lou Lin
    [J]. INTERNATIONAL CONFERENCE ON OPTOELECTRONICS AND MICROELECTRONICS TECHNOLOGY AND APPLICATION, 2017, 10244
  • [26] Decision rule for estimating conformity with measurement uncertainty taken into account
    I. R. Shainyak
    [J]. Measurement Techniques, 2013, 56 : 376 - 381
  • [27] Estimating measurement uncertainty: reconciliation using a cause and effect approach
    S. L. R. Ellison
    V. J. Barwick
    [J]. Accreditation and Quality Assurance, 1998, 3 : 101 - 105
  • [28] Decision rule for estimating conformity with measurement uncertainty taken into account
    Shainyak, I. R.
    [J]. MEASUREMENT TECHNIQUES, 2013, 56 (04) : 376 - 381
  • [29] Estimating measurement uncertainty: reconciliation using a cause and effect approach
    Ellison, SLR
    Barwick, VJ
    [J]. ACCREDITATION AND QUALITY ASSURANCE, 1998, 3 (03) : 101 - 105
  • [30] Estimating Discharge Measurement Uncertainty Using the Interpolated Variance Estimator
    Cohn, Timothy A.
    Kiang, Julie E.
    Mason, Robert R., Jr.
    [J]. JOURNAL OF HYDRAULIC ENGINEERING, 2013, 139 (05) : 502 - 510