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We are analyzing https://link.springer.com/article/10.1186/1471-2288-11-41.

Title:
Quantifying, displaying and accounting for heterogeneity in the meta-analysis of RCTs using standard and generalised Qstatistics | BMC Medical Research Methodology
Description:
Background Clinical researchers have often preferred to use a fixed effects model for the primary interpretation of a meta-analysis. Heterogeneity is usually assessed via the well known Q and I 2 statistics, along with the random effects estimate they imply. In recent years, alternative methods for quantifying heterogeneity have been proposed, that are based on a
Website Age:
28 years and 1 months (reg. 1997-05-29).

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  • Education
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Content Management System {πŸ“}

What CMS is link.springer.com built with?

Custom-built

No common CMS systems were detected on Link.springer.com, and no known web development framework was identified.

Traffic Estimate {πŸ“ˆ}

What is the average monthly size of link.springer.com audience?

🌠 Phenomenal Traffic: 5M - 10M visitors per month


Based on our best estimate, this website will receive around 5,000,019 visitors per month in the current month.
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How Does Link.springer.com Make Money? {πŸ’Έ}

We don't see any clear sign of profit-making.

Not all websites focus on profit; some are designed to educate, connect people, or share useful tools. People create websites for numerous reasons. And this could be one such example. Link.springer.com could be getting rich in stealth mode, or the way it's monetizing isn't detectable.

Keywords {πŸ”}

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Topics {βœ’οΈ}

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Questions {❓}

  • Are these worth using?
  • Huedo-Medina T, Sanchez-Meca J, Marin-Martinez F, Botella J: Assessing Heterogeneity in Meta-Analysis: Q Statistic or I 2 Index?
  • Standard or Generalised Qstatistic?

Schema {πŸ—ΊοΈ}

WebPage:
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         headline:Quantifying, displaying and accounting for heterogeneity in the meta-analysis of RCTs using standard and generalised Qstatistics
         description:Clinical researchers have often preferred to use a fixed effects model for the primary interpretation of a meta-analysis. Heterogeneity is usually assessed via the well known Q and I 2 statistics, along with the random effects estimate they imply. In recent years, alternative methods for quantifying heterogeneity have been proposed, that are based on a 'generalised' Q statistic. We review 18 IPD meta-analyses of RCTs into treatments for cancer, in order to quantify the amount of heterogeneity present and also to discuss practical methods for explaining heterogeneity. Differing results were obtained when the standard Q and I 2 statistics were used to test for the presence of heterogeneity. The two meta-analyses with the largest amount of heterogeneity were investigated further, and on inspection the straightforward application of a random effects model was not deemed appropriate. Compared to the standard Q statistic, the generalised Q statistic provided a more accurate platform for estimating the amount of heterogeneity in the 18 meta-analyses. Explaining heterogeneity via the pre-specification of trial subgroups, graphical diagnostic tools and sensitivity analyses produced a more desirable outcome than an automatic application of the random effects model. Generalised Q statistic methods for quantifying and adjusting for heterogeneity should be incorporated as standard into statistical software. Software is provided to help achieve this aim.
         datePublished:2011-04-07T00:00:00Z
         dateModified:2011-04-07T00:00:00Z
         pageStart:1
         pageEnd:12
         license:http://creativecommons.org/licenses/by/2.0
         sameAs:https://doi.org/10.1186/1471-2288-11-41
         keywords:
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            Reference Interval
            Funnel Plot Asymmetry
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            Theory of Medicine/Bioethics
            Statistical Theory and Methods
            Statistics for Life Sciences
            Medicine
            Health Sciences
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      headline:Quantifying, displaying and accounting for heterogeneity in the meta-analysis of RCTs using standard and generalised Qstatistics
      description:Clinical researchers have often preferred to use a fixed effects model for the primary interpretation of a meta-analysis. Heterogeneity is usually assessed via the well known Q and I 2 statistics, along with the random effects estimate they imply. In recent years, alternative methods for quantifying heterogeneity have been proposed, that are based on a 'generalised' Q statistic. We review 18 IPD meta-analyses of RCTs into treatments for cancer, in order to quantify the amount of heterogeneity present and also to discuss practical methods for explaining heterogeneity. Differing results were obtained when the standard Q and I 2 statistics were used to test for the presence of heterogeneity. The two meta-analyses with the largest amount of heterogeneity were investigated further, and on inspection the straightforward application of a random effects model was not deemed appropriate. Compared to the standard Q statistic, the generalised Q statistic provided a more accurate platform for estimating the amount of heterogeneity in the 18 meta-analyses. Explaining heterogeneity via the pre-specification of trial subgroups, graphical diagnostic tools and sensitivity analyses produced a more desirable outcome than an automatic application of the random effects model. Generalised Q statistic methods for quantifying and adjusting for heterogeneity should be incorporated as standard into statistical software. Software is provided to help achieve this aim.
      datePublished:2011-04-07T00:00:00Z
      dateModified:2011-04-07T00:00:00Z
      pageStart:1
      pageEnd:12
      license:http://creativecommons.org/licenses/by/2.0
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         Reference Interval
         Funnel Plot Asymmetry
         Clinical Trial Unit
         Fixed Effect Estimate
         Theory of Medicine/Bioethics
         Statistical Theory and Methods
         Statistics for Life Sciences
         Medicine
         Health Sciences
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               name:MRC Clinical Trials Unit, London, UK
               type:PostalAddress
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      name:Sarah Burdett
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               type:PostalAddress
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      name:MRC Clinical Trials Unit, London, UK
      name:MRC Clinical Trials Unit, London, UK

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