Hierarchical Rank Aggregation with Applications to Nanotoxicology
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  • 作者:Trina Patel (1) (2)
    Donatello Telesca (1) (2)
    Robert Rallo (2) (3)
    Saji George (2) (4)
    Tian Xia (2) (4)
    Andr茅 E. Nel (2) (4)
  • 关键词:Bayesian hierarchical models ; Hazard ranking ; Loss functions ; Nanotoxicology
  • 刊名:Journal of Agricultural, Biological, and Environmental Statistics
  • 出版年:2013
  • 出版时间:June 2013
  • 年:2013
  • 卷:18
  • 期:2
  • 页码:159-177
  • 全文大小:1522KB
  • 参考文献:1. DeGroot, M. H. (2004), / Optimal Statistical Decisions, New York: Wiley. CrossRef
    2. DeSemet, Y., Sprinagael, J., and Kunsch, P. (2002), 鈥淭owards Statistical Multicriteria Decision Modeling: A First Approach,鈥? / Journal of Multi-Criteria Decision Analysis, 11 (6), 305鈥?13. CrossRef
    3. Dominici, F., Parmigiani, G., Wolpert, R. L., and Hasselblad, V. (1999), 鈥淢eta-Analysis of Migraine Headache Treatments: Combining Information from Heterogeneous Designs,鈥? / Journal of the American Statistical Association, 94, 16鈥?8. CrossRef
    4. Dwork, C., Kumar, R., Naor, M., and Sivakumar, D. (2001), 鈥淩ank Aggregation Methods for the Web,鈥?in / Proceedings of the 10th International Conference on World Wide Web, pp.聽613鈥?22.
    5. Edler, L., Poirier, K., Dourson, M., Kleiner, J., Mileson, B., Nordmann, H., Renwick, A., Slob, W., Walton, K., and W眉rtzen, G. (2002), 鈥淢athematical Modelling and Quantitative Methods,鈥? / Food and Chemical Toxicology, 40, 283鈥?26. CrossRef
    6. Fagin, R., Kumar, R., and Sivakumar, D. (2003), 鈥淐omparing Top-k Lists,鈥? / Proceedings of the Fourteenth Annual ACM-SIAM Symposium on Discrete Algorithms, 17 (1), 134鈥?60.
    7. Geisser, S. (1980), 鈥淒iscussion on Sampling and Bayes Inference in Scientific Modeling and Robustness,鈥? / Journal of the Royal Statistical Society: Series A, 143, 416鈥?17.
    8. George, S., Pokhrel, S., Xia, T., Gilbert, B., Ji, Z., Schowalter, M., Rosenauer, A., Damoiseaux, R., Bradley, K., Madler, L., and Nel, A. (2010), 鈥淯se of a Rapid Cytotoxicity Screening Approach to Engineer a Safer Zinc Oxide Nanoparticle Through Iron Doping,鈥? / American Chemical Society, 4 (1), 15鈥?9.
    9. George, S., Xia, T., Rallo, R., Zhao, Y., Ji, Z., Lin, S., Wang, X., Zhang, H., France, B., Schoenfeld, D., Damoiseaux, R., Liu, R., Lin, S., Bradley, K., Cohen, Y., and Nel, A. (2011), 鈥淯se of a High-Throughput Screening Approach Coupled with in Vivo Zebrafish Embryo Screening to Develop Hazard Ranking for Engineered Nanomaterials,鈥? / ACS Nano, 5 (3), 1805鈥?817. CrossRef
    10. Hardman, R. (2006), 鈥淎聽Toxicologic Review of Quantum Dots: Toxicity Depends on Physicochemical and Environmental Factors,鈥? / Environmental Health Perspectives, 114, 165鈥?72. CrossRef
    11. Lerche, D., and S酶rensen, P. (2003), 鈥淓valuation of the Ranking Probabilities for Partial Orders Based on Random Linear Extensions,鈥? / Chemosphere, 53, 981鈥?92. CrossRef
    12. Lerche, D., Br眉ggemann, R., S酶rensen, P., Carlsen, L., and Nielsen, O. (2002), 鈥淎 Comparison of Partial Order Technique with Three Methods of Multi-criteria Analysis for Ranking of Chemical Substances,鈥? / Journal of Chemical Information and Computer Sciences, 42, 1086鈥?098.
    13. Lerche, D., Matsuzaki, S., S酶rensen, P., Carlsen, L., and Nielsen, O. (2004), 鈥淩anking of Chemical Substances Based on the Japanese Pollutant Release and Transfer Register Using Partial Order Theory and Random Linear Extensions,鈥? / Chemosphere, 55, 1005鈥?025. CrossRef
    14. Lilienblum, W., Dekant, W., Foth, H., Gebel, T., Hengstler, J., Kahl, R., Kramer, P., Schweinfurth, H., and Wollin, K. (2008), 鈥淎lternative Methods to Safety Studies in Experimental Animals: Role in the Risk Assessment of Chemicals Under the New European Chemicals Legislation (Reach),鈥? / Archives of Toxicology, 82 (4), 211鈥?36. CrossRef
    15. Lin, R., Louis, T., Paddock, S., and Ridegeway, G. (2006), 鈥淟oss Function Based Ranking in Two-Stage, Hierarchical Models,鈥? / Bayesian Analysis, 1 (4), 915鈥?46. CrossRef
    16. 鈥?(2009), 鈥淩anking USRDS Provider Specific SMRs from 1998鈥?001,鈥? / Health Services and Outcomes Research Methodology, 9, 22鈥?8. CrossRef
    17. Linkov, I., Satterstrom, F. K., Steevens, J., Ferguson, E., and Pleus, R. C. (2007), 鈥淢ulti-criteria Decision Analysis and Environmental Risk Assessment for Nanomaterials,鈥? / Journal of Nanoparticle Research, 9, 543鈥?54. CrossRef
    18. Lockwood, J., Louis, T., and McCaffrey, D. (2002), 鈥淯ncertainty in Rank Estimation: Implications for Value-Added Modeling Accountability Systems,鈥? / Journal of Educational and Behavioral Statistics, 27 (3), 255鈥?70. CrossRef
    19. Louis, T., and Shen, W. (1999). 鈥淚nnovations in Bayes and Empirical Bayes Methods: Estimating Parameters, Populations and Ranks,鈥? / Statistics in Medicine, 18.
    20. Maynard, A., Aitken, R., Butz, T., Colvin, V., Donaldson, K., Oberd枚rster, G., Philbert, M., Ryan, J., Seaton, A., Stone, V., Tinkle, S., Tran, L., Walker, N., and Warheit, D. (2006), 鈥淪afe Handling of Nanotechnology,鈥? / Nature Biotechnology, 444, 267鈥?68. CrossRef
    21. Nel, A., M盲dler, L., Velegol, D., Xial, T., Hoek, E., Somasundaran, P., Klaessig, F., Castranova, V., and Thompson, M. (2009), 鈥淯nderstanding Biophysicochemical Interactions at the Nano鈥揃io Interface,鈥? / Nature Materials, 8, 543鈥?57. CrossRef
    22. Noma, H., Matsui, M., Omori, T., and Sato, T. (2010), 鈥淏ayesian Ranking and Selection Methods Using Hierarchical Mixture Models in Microarray Studies,鈥? / Biostatistics, 11 (2), 281鈥?89. CrossRef
    23. Parmigiani, G., and Inoue, L. Y. T. (2009), / Decision Theory. Principles and Approaches, New York: Wiley. CrossRef
    24. Patel, T., Telesca, D., George, S., and Nel, A. (2012). 鈥淭oxicity Profiling of Engineered Nanomaterials via Multivariate Dose Response Surface Modeling鈥? / Annals of Applied Statistics.
    25. Plummerm, M., Best, N., Cowles, K., and Vines, K. (2006), 鈥淐ODA: Convergence Diagnosis and Output Analysis for MCMC,鈥? / R News, 6 (1), 7鈥?1.
    26. Shen, W., and Louis, T. (1998), 鈥淭riple-Goal Estimates in Two-Stage, Hierarchical Models,鈥? / Journal of the Royal Statistical Society, 60, 455鈥?71. CrossRef
    27. Society, R. (2004). 鈥淣anoscience and Nanotechnologies: Opportunities and Uncertainties,鈥? / The Royal Society, Science Policy Section, London, England.
    28. Stanley, S., Westly, E., Pittet, M., Subramanian, A., Schreiber, S., and Weissleder, R. (2008), 鈥淧erturbational Profiling of Nanomaterial Biologic Activity,鈥? / Proceedings of the National Academy of Sciences, 105 (21), 7387鈥?392. CrossRef
    29. Stern, S., and McNeil, S. (2008), 鈥淣anotechnology Safety Concerns Revisited,鈥? / Toxicological Sciences, 101 (1), 4鈥?1. CrossRef
    30. Tsuji, J., Maynard, A., Howard, P., James, J., Lam, C., Warheit, D., and Santamaria, A. (2005), 鈥淩esearch Strategies for Safety Evaluation of Nanomaterials, Part聽iv: Risk Assessment of Nanoparticles,鈥? / Toxicological Sciences, 89, 1. CrossRef
    31. Xia, T., Kovochich, M., Brant, J., Hotze, M., Sempf, J., Oberley, T., Sioutas, C., Yeh, J. I., Wiesner, M., and Nel, A. (2006), 鈥淐omparison of the Abilities of Ambient and Manufactured Nanoparticles to Induce Cellular Toxicity According to an Oxidative Stress Paradigm,鈥? / Nano Letters, 6 (8), 1794鈥?807. CrossRef
  • 作者单位:Trina Patel (1) (2)
    Donatello Telesca (1) (2)
    Robert Rallo (2) (3)
    Saji George (2) (4)
    Tian Xia (2) (4)
    Andr茅 E. Nel (2) (4)

    1. Department of Biostatistics, UCLA Fielding School of Public Health, 650 Charles E. Young Drive South, Los Angeles, CA, 90095, USA
    2. UC Center for Environmental Implications of Nanotechnology (UC CEIN), 6522 CNSI Bldg, 570 Westwood Plaza, Los Angeles, CA, 90095-7227, USA
    3. Dep. d鈥橢nginyeria Inform脿tica i Matem脿tiques, Universitat Rovira I Virgili, Av. Pa茂sos Catalans, 26, 43007, Tarragona, Catalunya, Spain
    4. UCLA School of Medicine, Los Angeles, CA, 90095-1736, USA
  • ISSN:1537-2693
文摘
The development of high throughput screening (HTS) assays in the field of nanotoxicology provide new opportunities for the hazard assessment and ranking of engineered nanomaterials (ENMs). It is often necessary to rank lists of materials based on multiple risk assessment parameters, often aggregated across several measures of toxicity and possibly spanning an array of experimental platforms. Bayesian models coupled with the optimization of loss functions have been shown to provide an effective framework for conducting inference on ranks. In this article we present various loss-function-based ranking approaches for comparing ENM within experiments and toxicity parameters. Additionally, we propose a framework for the aggregation of ranks across different sources of evidence while allowing for differential weighting of this evidence based on its reliability and importance in risk ranking. We apply these methods to high throughput toxicity data on two human cell-lines, exposed to eight different nanomaterials, and measured in relation to four cytotoxicity outcomes. This article has supplementary material online.

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