2018
DOI: 10.1016/j.canep.2018.04.003
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Bayesian estimates of the incidence of rare cancers in Europe

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Cited by 13 publications
(20 citation statements)
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“…Our results also show that patients from the most disadvantaged quintile have significantly poorer five-year relative survival compared to those from the least disadvantaged quintile. This supports previous studies that have found socioeconomic disadvantage is a predictor of patient cancer outcomes [ 36 38 ].…”
Section: Discussionsupporting
confidence: 92%
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“…Our results also show that patients from the most disadvantaged quintile have significantly poorer five-year relative survival compared to those from the least disadvantaged quintile. This supports previous studies that have found socioeconomic disadvantage is a predictor of patient cancer outcomes [ 36 38 ].…”
Section: Discussionsupporting
confidence: 92%
“…The classification of rare cancers may not reflect the true proportion of rare cancers in the population due to the difficulty in diagnosing rare cancers [ 29 ]. It is also difficult to derive stable and accurate estimates for rare cancer incidence and survival in a setting of low case numbers [ 38 ]. A strength of our study stems from the legislative requirement in WA that all cancer diagnoses are reported to the WACR [ 42 ], which minimises count underestimates by providing a comprehensive snapshot of cancer cases diagnosed in the WA population each year.…”
Section: Discussionmentioning
confidence: 99%
“…Histological variables were not included in the multivariable analyses as they were considered to be intermediate variables in the carcinogenic process, as previously described 17 . Bayesian methodology was chosen in all analyses with non-informative prior distribution due to lack of data on the distribution of the parameters 18 , 19 and, moreover, because Bayesian methodology is useful to (1) avoid model fitting problems in parameter estimation due to small counts, and (2) produce robust estimators 20 .…”
Section: Methodsmentioning
confidence: 99%
“…Since many countries could only provide data for cancer cases in some regional areas, not at a national level, RARECARENet investigators estimated country-specific IRs (number of cases per 100,000 person-years) for RCs on the basis of cases recorded by 83 population-based cancer registries across 27 European countries ( 3 ) . More recently, in the context of the Joint Action on Rare Cancers, which is generating policy recommendations on RC that can be implemented by European Union member states ( 1 3 ), the burden of RC incidence counts in Europe was compared with another burden derived by a model-based approach that used a simple Poisson random-effects model under the Bayesian framework ( 4 ), through integrated nested Laplace approximations (INLAs) implemented in the INLA platform ( 5 ). Evidence suggests that INLA is appropriate for estimating the distribution of fixed-effect parameters, but it could fail to yield good estimates in a random-effects model ( 6 ).…”
Section: Abbreviationmentioning
confidence: 99%
“…Evidence suggests that INLA is appropriate for estimating the distribution of fixed-effect parameters, but it could fail to yield good estimates in a random-effects model ( 6 ). This last shortcoming could be related to the numerical method used in INLA to estimate the posterior distribution: Laplace approximation ( 4 , 6 ). This approximation is good for models close to a Gaussian distribution, but this may underestimate the variance of the random effects when modeling Poisson or binary data ( 4 , 6 ).…”
Section: Abbreviationmentioning
confidence: 99%