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                    "firstName": "Leontine Alkema, Adrian E.",
                    "lastName": "Raftery"
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                {
                    "creatorType": "author",
                    "firstName": "Samuel J.",
                    "lastName": "Clark"
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            ],
            "abstractNote": "The Joint United Nations Programme on HIV/AIDS (UNAIDS) has developed the Estimation and Projection Package (EPP) for making national estimates and short-term projections of HIV prevalence based on observed prevalence trends at antenatal clinics. Assessing the uncertainty about its estimates and projections is important for informed policy decision making, and we propose the use of Bayesian melding for this purpose. Prevalence data and other information about the EPP model’s input parameters are used to derive a probabilistic HIV prevalence projection, namely a probability distribution over a set of future prevalence trajectories. We relate antenatal clinic prevalence to population prevalence and account for variability between clinics using a random effects model. Predictive intervals for clinic prevalence are derived for checking the model. We discuss predictions given by the EPP model and the results of the Bayesian melding procedure for Uganda, where prevalence peaked at around 28% in 1990; the 95% prediction interval for 2010 ranges from 2% to 7%.",
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            "itemType": "journalArticle",
            "title": "Complete treatment of uncertainties in a model for dengue R0 estimation",
            "creators": [
                {
                    "creatorType": "author",
                    "firstName": "Flávio Codeço",
                    "lastName": "Coelho"
                },
                {
                    "creatorType": "author",
                    "firstName": "Cláudia Torres",
                    "lastName": "Codeço"
                },
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                    "creatorType": "author",
                    "firstName": "Claudio José",
                    "lastName": "Struchiner"
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            ],
            "abstractNote": "In real epidemic processes, the basic reproduction number R0 is the combined outcome of multiple probabilistic events. Nevertheless, it is frequently modeled as a deterministic function of epidemiological variables. This paper discusses the importance of adequate treatment of uncertainties in such models. This is done by comparing two methods of uncertainty analysis: Monte Carlo uncertainty analysis (MCUA) and the Bayesian melding (BM) method. These methods are applied to a model for the determination of R0 of dengue fever based on entomological parameters. The BM was shown to provide a complete treatment of the uncertainties associated with model parameters. In contrast to MCUA, the incorporation of uncertainties led to realistic posterior distributions for parameter and variables. The incorporation, by the BM, of all the available information, from observational data to expert opinions, allows for the constructive use of uncertainties generating informative posterior distributions for all of the model's components that are coherent as a set.",
            "publicationTitle": "Cadernos De Saúde Pública / Ministério Da Saúde, Fundação Oswaldo Cruz, Escola Nacional De Saúde Pública",
            "publisher": "",
            "place": "",
            "date": "Apr 2008",
            "volume": "24",
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            "pages": "853-61",
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            "tags": [
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                    "tag": "Bayes Theorem",
                    "type": 1
                },
                {
                    "tag": "Dengue",
                    "type": 1
                },
                {
                    "tag": "Humans",
                    "type": 1
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                {
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                    "type": 1
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                    "tag": "uncertainty",
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            "title": "Bayesian Inference for Partially Observed Stochastic Epidemics",
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                    "firstName": "Philip D.",
                    "lastName": "O'Neill"
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                    "creatorType": "author",
                    "firstName": "Gareth O.",
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            ],
            "abstractNote": "The analysis of infectious disease data is usually complicated by the fact that real life epidemics are only partially observed. In particular, data concerning the process of infection are seldom available. Consequently, standard statistical techniques can become too complicated to implement effectively. In this paper Markov chain Monte Carlo methods are used to make inferences about the missing data as well as the unknown parameters of interest in a Bayesian framework. The methods are applied to real life data from disease outbreaks.",
            "publicationTitle": "Journal of the Royal Statistical Society. Series A (Statistics in Society)",
            "publisher": "",
            "place": "",
            "date": "1999",
            "volume": "162",
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            "pages": "121-129",
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            "url": "http://www.jstor.org/stable/2680471",
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            "ISSN": "09641998",
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                    "firstName": "D. J",
                    "lastName": "Spiegelhalter"
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                {
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                    "firstName": "N. G",
                    "lastName": "Best"
                },
                {
                    "creatorType": "author",
                    "firstName": "B. P",
                    "lastName": "Carlin"
                },
                {
                    "creatorType": "author",
                    "firstName": "A.",
                    "lastName": "van der Linde"
                }
            ],
            "abstractNote": "",
            "publicationTitle": "Journal of the Royal Statistical Society. Series B, Statistical Methodology",
            "publisher": "",
            "place": "",
            "date": "2002",
            "volume": "64",
            "issue": "4",
            "section": "",
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            "partTitle": "",
            "pages": "583–639",
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            "callNumber": "4153",
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                    "firstName": "",
                    "lastName": "B. F. Finkenstädt"
                },
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                    "lastName": "B. T. Grenfell"
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            "publicationTitle": "Journal Of The Royal Statistical Society Series C",
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            "date": "2000",
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            "issue": "2",
            "section": "",
            "partNumber": "",
            "partTitle": "",
            "pages": "187-205",
            "series": "Journal Of The Royal Statistical Society Series C",
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            "shortTitle": "Time series modelling of childhood diseases",
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        "version": 667,
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            "title": "Comparative estimation of the reproduction number for pandemic influenza from daily case notification data",
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                    "creatorType": "author",
                    "firstName": "Gerardo",
                    "lastName": "Chowell"
                },
                {
                    "creatorType": "author",
                    "firstName": "Hiroshi",
                    "lastName": "Nishiura"
                },
                {
                    "creatorType": "author",
                    "firstName": "Luís M.A",
                    "lastName": "Bettencourt"
                }
            ],
            "abstractNote": "The reproduction number, , defined as the average number of secondary cases generated by a primary case, is a crucial quantity for identifying the intensity of interventions required to control an epidemic. Current estimates of the reproduction number for seasonal influenza show wide variation and, in particular, uncertainty bounds for for the pandemic strain from 1918 to 1919 have been obtained only in a few recent studies and are yet to be fully clarified. Here, we estimate using daily case notifications during the autumn wave of the influenza pandemic (Spanish flu) in the city of San Francisco, California, from 1918 to 1919. In order to elucidate the effects from adopting different estimation approaches, four different methods are used: estimation of using the early exponential-growth rate (Method 1), a simple susceptible–exposed–infectious–recovered (SEIR) model (Method 2), a more complex SEIR-type model that accounts for asymptomatic and hospitalized cases (Method 3), and a stochastic susceptible–infectious–removed (SIR) with Bayesian estimation (Method 4) that determines the effective reproduction number at a given time . The first three methods fit the initial exponential-growth phase of the epidemic, which was explicitly determined by the goodness-of-fit test. Moreover, Method 3 was also fitted to the whole epidemic curve. Whereas the values of obtained using the first three methods based on the initial growth phase were estimated to be 2.98 (95% confidence interval (CI): 2.73, 3.25), 2.38 (2.16, 2.60) and 2.20 (1.55, 2.84), the third method with the entire epidemic curve yielded a value of 3.53 (3.45, 3.62). This larger value could be an overestimate since the goodness-of-fit to the initial exponential phase worsened when we fitted the model to the entire epidemic curve, and because the model is established as an autonomous system without time-varying assumptions. These estimates were shown to be robust to parameter uncertainties, but the theoretical exponential-growth approximation (Method 1) shows wide uncertainty. Method 4 provided a maximum-likelihood effective reproduction number 2.10 (1.21, 2.95) using the first 17 epidemic days, which is consistent with estimates obtained from the other methods and an estimate of 2.36 (2.07, 2.65) for the entire autumn wave. We conclude that the reproduction number for pandemic influenza (Spanish flu) at the city level can be robustly assessed to lie in the range of 2.0–3.0, in broad agreement with previous estimates using distinct data.",
            "publicationTitle": "Journal of The Royal Society Interface",
            "publisher": "",
            "place": "",
            "date": "February 22, 2007",
            "volume": "4",
            "issue": "12",
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            "pages": "155-166",
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            "DOI": "10.1098/rsif.2006.0161",
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            "url": "http://rsif.royalsocietypublishing.org/content/4/12/155.abstract",
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            "title": "Progress and challenges in modelling country-level HIV/AIDS epidemics: the UNAIDS Estimation and Projection Package 2007",
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                    "creatorType": "author",
                    "firstName": "T",
                    "lastName": "Brown"
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                {
                    "creatorType": "author",
                    "firstName": "J A",
                    "lastName": "Salomon"
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                    "firstName": "L",
                    "lastName": "Alkema"
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                    "lastName": "Raftery"
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                    "firstName": "E",
                    "lastName": "Gouws"
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            "abstractNote": "The UNAIDS Estimation and Projection Package (EPP) was developed to aid in country-level estimation and short-term projection of HIV/AIDS epidemics. This paper describes advances reflected in the most recent update of this tool (EPP 2007), and identifies key issues that remain to be addressed in future versions. The major change to EPP 2007 is the addition of uncertainty estimation for generalised epidemics using the technique of Bayesian melding, but many additional changes have been made to improve the user interface and efficiency of the package. This paper describes the interface for uncertainty analysis, changes to the user interface for calibration procedures and other user interface changes to improve EPP's utility in different settings. While formal uncertainty assessment remains an unresolved challenge in low-level and concentrated epidemics, the Bayesian melding approach has been applied to provide analysts in these settings with a visual depiction of the range of models that may be consistent with their data. In fitting the model to countries with longer-running epidemics in sub-Saharan Africa, a number of limitations have been identified in the current model with respect to accommodating behaviour change and accurately replicating certain observed epidemic patterns. This paper discusses these issues along with their implications for future changes to EPP and to the underlying UNAIDS Reference Group model.",
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