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A Methodology for Estimating the Uncertainty in Model Parameters Applying the Robust Bayesian Inferences

첫 페이지 보기
  • 발행기관
    대한방사선방어학회 바로가기
  • 간행물
    방사선방어학회지 KCI 등재 바로가기
  • 통권
    VOLUME 41 NUMBER 2 (2016.06)바로가기
  • 페이지
    pp.149-154
  • 저자
    Joo Yeon Kim, Seung Hyun Lee, Tai Jin Park
  • 언어
    영어(ENG)
  • URL
    https://www.earticle.net/Article/A278205

원문정보

초록

영어
Background: Any real application of Bayesian inference must acknowledge that both prior distribution and likelihood function have only been specified as more or less convenient approximations to whatever the analyzer’s true belief might be. If the inferences from the Bayesian analysis are to be trusted, it is important to determine that they are robust to such variations of prior and likelihood as might also be consistent with the analyzer’s stated beliefs. Materials and Methods: The robust Bayesian inference was applied to atmospheric dispersion assessment using Gaussian plume model. The scopes of contaminations were specified as the uncertainties of distribution type and parametric variability. The probabilistic distribution of model parameters was assumed to be contaminated as the symmetric unimodal and unimodal distributions. The distribution of the sector-averaged relative concentrations was then calculated by applying the contaminated priors to the model parameters. Results and Discussion: The sector-averaged concentrations for stability class were compared by applying the symmetric unimodal and unimodal priors, respectively, as the contaminated one based on the class of ε-contamination. Though ε was assumed as 10%, the medians reflecting the symmetric unimodal priors were nearly approximated within 10% compared with ones reflecting the plausible ones. However, the medians reflecting the unimodal priors were approximated within 20% for a few downwind distances compared with ones reflecting the plausible ones. Conclusion: The robustness has been answered by estimating how the results of the Bayesian inferences are robust to reasonable variations of the plausible priors. From these robust inferences, it is reasonable to apply the symmetric unimodal priors for analyzing the robustness of the Bayesian inferences.

목차

ABSTRACT
 1. INTRODUCTION
 2. MATERIALS AND METHODS
  2.1 Definition of robust Bayesian inference
  2.2 Gaussian plume model
  2.3 Uncertainty in model parameters
 3. RESULTS AND DISCUSSION
  3.1 Procedures for analyzing robustness
 4. CONCLUSION
 ACKNOWLEDGEMENTS
 REFERENCES

키워드

Atmospheric dispersion Robust Bayesian inference ε-contamination Uncertainty

저자

  • Joo Yeon Kim [ Korean Association for Radiation Application, Seoul, Republic of Korea ] Corresponding author
  • Seung Hyun Lee [ Korean Association for Radiation Application, Seoul, Republic of Korea ]
  • Tai Jin Park [ Korean Association for Radiation Application, Seoul, Republic of Korea ]

참고문헌

자료제공 : 네이버학술정보

간행물 정보

발행기관

  • 발행기관명
    대한방사선방어학회 [Korean Association For Radiation Protection]
  • 설립연도
    1975
  • 분야
    자연과학>기타자연과학
  • 소개
    회원 상호간의 협조와 친목을 도모함으로써 방사선방어에 관한 제반연구 및 발전에 이바지함을 물론 학술의 국제교류 및 국제학술단체와의 상호협력 증진에 기여함을 목적으로 하며, 이 목적을 달성하기 위하여 다음 각 호의 사업을 한다. 1. 방사선방어에 관한 학술연구발표회 및 강연회 등의 개최 2. 학회지 및 방사선방어에 관한 학술간행물의 발행 및 배포 3. 방사선방어에 관한 학술의 국제교류 및 협력 4. 방사선방어에 관한 국제학술자료의 조사, 수집 및 번역 5. 방사선방어에 관한 조사 및 연구용역 6. 회원의 연구활동을 위한 제반협조 7. 기타 본 학회의 목적 달성에 필요한 사항

간행물

  • 간행물명
    방사선방어학회지 [Journal of Radiation Protection and Research]
  • 간기
    계간
  • pISSN
    2508-1888
  • 수록기간
    1976~2026
  • 등재여부
    KCI 등재,SCOPUS
  • 십진분류
    KDC 559 DDC 629

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