PRODUCTION UNCERTAINTIES MODELLING BY BAYESIAN INFERENCE USING GIBBS SAMPLING

被引:2
|
作者
Azizi, A. [1 ]
bin Ali, A. Y. [2 ]
Ping, L. W. [2 ]
Mohammadzadeh, M. [3 ]
机构
[1] Univ Malaysia Pahang, Fac Mfg Engn, Kuala Lumpur, Pahang, Malaysia
[2] Univ Sci, Fac Mech Engn, Shah Alam, Malaysia
[3] Tarbiat Modares Univ, Dept Stat, Tehran, Iran
来源
关键词
MULTISTAGE PRODUCTION; THROUGHPUT ANALYSIS; PRIOR DISTRIBUTIONS; PRODUCTION SYSTEMS; MANAGEMENT; COMPLEXITY; PRIORS; LINE;
D O I
10.7166/26-3-572
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
Analysis by modelling production throughput is an efficient way to provide information for production decision-making. Observation and investigation based on a real-life tile production line revealed that the five main uncertain variables are demand rate, breakdown time, scrap rate, setup time, and lead time. The volatile nature of these random variables was observed over a specific period of 104 weeks. The processes were sequential and multi-stage. These five uncertain variables of production were modelled to reflect the performance of overall production by applying Bayesian inference using Gibbs sampling. The application of Bayesian inference for handling production uncertainties showed a robust model with 2.5 per cent mean absolute percentage error. It is recommended to consider the five main uncertain variables that are introduced in this study for production decision-making. The study proposes the use of Bayesian inference for superior accuracy in production decision-making.
引用
收藏
页码:27 / 40
页数:14
相关论文
共 50 条
  • [1] BAYESIAN-INFERENCE IN THRESHOLD MODELS USING GIBBS SAMPLING
    SORENSEN, DA
    ANDERSEN, S
    GIANOLA, D
    KORSGAARD, I
    [J]. GENETICS SELECTION EVOLUTION, 1995, 27 (03) : 229 - 249
  • [2] Particle Gibbs sampling for Bayesian phylogenetic inference
    Wang, Shijia
    Wang, Liangliang
    [J]. BIOINFORMATICS, 2021, 37 (05) : 642 - 649
  • [3] Bayesian inference for partially accelerated life tests using Gibbs sampling
    Madi, MT
    [J]. MICROELECTRONICS AND RELIABILITY, 1997, 37 (08): : 1165 - 1168
  • [4] Bayesian inference on variance components using Gibbs sampling with various priors
    Lee, C
    Wang, CD
    [J]. ASIAN-AUSTRALASIAN JOURNAL OF ANIMAL SCIENCES, 2001, 14 (08): : 1051 - 1056
  • [5] Accelerating Bayesian Inference on Structured Graphs Using Parallel Gibbs Sampling
    Ko, Glenn G.
    Chai, Yuji
    Rutenbar, Rob A.
    Brooks, David
    Wei, Gu-Yeon
    [J]. 2019 29TH INTERNATIONAL CONFERENCE ON FIELD-PROGRAMMABLE LOGIC AND APPLICATIONS (FPL), 2019, : 159 - 165
  • [6] Bayesian inference using Gibbs sampling for Window version (WinBUGS), software for Bayesian analysis using MCMC method and Gibbs sampler
    Choy, S. T. Boris
    Chan, Jennifer S. K.
    [J]. AUSTRALIAN & NEW ZEALAND JOURNAL OF STATISTICS, 2008, 50 (02) : 135 - 146
  • [7] Bayesian Multimodel Inference by RJMCMC: A Gibbs Sampling Approach
    Barker, Richard J.
    Link, William A.
    [J]. AMERICAN STATISTICIAN, 2013, 67 (03): : 150 - 156
  • [8] Bayesian inference in the semiparametric log normal frailty model using Gibbs sampling
    Inge Riis Korsgaard
    Per Madsen
    Just Jensen
    [J]. Genetics Selection Evolution, 30 (3)
  • [9] ILLUSTRATION OF BAYESIAN-INFERENCE IN NORMAL DATA MODELS USING GIBBS SAMPLING
    GELFAND, AE
    HILLS, SE
    RACINEPOON, A
    SMITH, AFM
    [J]. JOURNAL OF THE AMERICAN STATISTICAL ASSOCIATION, 1990, 85 (412) : 972 - 985
  • [10] Bayesian inference in the semiparametric log normal frailty model using Gibbs sampling
    Korsgaard, IR
    Madsen, P
    Jensen, J
    [J]. GENETICS SELECTION EVOLUTION, 1998, 30 (03) : 241 - 256