meta analysis techniques in epidemiology
DESCRIPTION
Meta-analysis in Epidemiology is: Useful tool for epidemiological studies which investigates the relationships between certain risk factors and disease. Useful tool to improve animal well-being and productivity Despite of a wealth of suitable studies it is relatively underutilized in animal and veterinary science. Meta-analysis can provide reliable results about diseases occurrence, pattern and impact in livestock. It is utmost essential to take benefit of this statistical tool for produce. more reliable estimates of concern effects in animal and veterinary science data.TRANSCRIPT
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Meta-analysis Techniques in EpidemiologyCollate, analyze and conclude using results of several related studies.
Dr Sakshi Dubey, M.V.Sc. Scholar, Division of Epidemiology
&
Dr. BR Singh, Head Division of Epidemiology Indian Veterinary Research Institute, Izatnagar & Director CCS
NIAH, Baghpat
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Analysis of analyses
Collate, analyze and conclude using results of several related studies
The statistical analysis of a collection of analytic results for the purpose of
integrating their findings (DerSimonian and Laird, 1986)
Published studies from literature are combined (Berman and Parker,
2002)
Weighted analysis of summary statistics (Bravata and Olkin,
2001)
Frequently used for clinical trials
Benefits of Meta-analysis
Offers more reliable information
Increases precision in estimating effects
Gain in statistical power of conclusions
Determines if new studies are needed to further investigate an issue
Meta-analysis
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Meta-analysis ???
Single study Deliver reliable information for only specific place or period Diverse results due to varying places or periods or both Incapable in providing final conclusions
Interest How far results of individual studies are stable under varying situations Provide valid results for wider population
Combined statistical analysis is necessary To produce overall summary of result To determine consistency among different studies
Meta-analysis
Overcomes the limits of size or scope in single studies.
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History The 12th century in China, Chu Hsi (1130~1200)
formulated 'Theory of Systematic Rule’
In Western World (17th century) studies of astronomy
In 1904 Karl Pearson in the British Medical Journal, published a paper on multiple clinical studies
In the 1970s, meta analysis was introduced in educational research, starting with the work of Gene V. Glass, Frank L. Schmidt and John E. Hunter.
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Function of Meta-Analysis Identifies heterogeneity
Increases statistical power and precision of the study
Develop ,refine, and tests hypothesis
Calculates sample size for future studies
Identifies data gaps
Reduces the subjectivity of study comparisons
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Advantages
Focuses attention on trials as an evaluation tool to increase the impact of trials on clinical practice.
Encourages designing of good trial and increases strength of conclusions.
Make the results fit for generalising to a larger population.
Improves precision and accuracy of estimates through use of more data sets.
May increase the statistical power to detect an effect.
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Advantages Inconsistency of results across studies can be
quantified, analyzed and corrected.
Hypothesis testing can be applied on summary estimates.
Moderators can be included to explain variation between studies.
The presence of publication bias can be investigated.
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Disadvantages Meta-analysis may discourage large definitive
trials. Increases tendency to unwittingly mix different
trials and ignore differences. Potential for tension between meta-analyst and
conductors of original trials may introduce biasness.
Meta-analysis of several small studies may not predict the results of a single large study.
Sources of bias are not controlled by the method A good meta-analysis of badly designed studies
will still result in bad statistics.
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Steps of Meta-analysis Define the Research Question
Perform the literature search
Select the studies
Extract the data
Analyze the data
Report the results
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Study Sources Published literature
citation indexes
abstract databases
reference lists
contact with authors
Unpublished literature
Uncompleted research reports
Work in progress
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Quality Assessment
Study components Study design
Outcome measurement Exposure measurement
Response rate/follow-up rate
Analytic strategy Adjustment for confounding
Quality of reporting
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Data Extraction Publication year
Performing year
Study design
Characteristics of study population (n, age, sex)
Geographical setting
Assessment procedures
Risk estimate and variance
Covariates
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Funnel Plot “A funnel plot is used as a way to assess
publication bias in meta-analysis.”
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Comparability of sources
Key feature of component trial is the
variability (heterogeneity)
Heterogeneity is variation between the
studies’ results
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Statistical measures of heterogeneity The Chi2 test measures the amount of variation in
a set of trials, and tells us if it is more than would be expected by chance.
I squared quantifies heterogeneity.
where Q = heterogeneity c2 statistic
Higgins and Thompson (2002)
Q
dfQI
1002
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Types of models are used to produce summary effect measures
1• Fixed Effect Model
2• Random Effects Model
3• Meta-Regression
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Fixed effect model Inference is based on the studies actually
done.
The variance component of the summary effect is only composed of terms for the within study variance of each study.
Confidence intervals too narrow.
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Random Effect Model Inference is based on the assumption that
studies used in the analysis are a random sample of a hypothetical population of studies.
Variance component includes a between study component as well as a within study component.
Confidence interval is wide or wider than in fixed effect model.
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Models and Measures
Model Effect Assumption Methods
Measures
Fixed effect model Mantel – Haenszel approach
Ratios (Odds -ratios, rate ratios, risk ratio)
Peto method Odds ratio
General Variance Based
Ratio all types and rate difference
Random effect model
DerSimonian and Laird
Ratio (all types) and rate difference
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^
Meta-regression is a tool used in meta-analysis to examine the impact of moderator variables on study effect size using regression-based techniques.
Meta-regression is a technique which allows researchers to explore the types of patient-specific factors or study design factors contributing to the heterogeneity.
Meta-Regression
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Forest plot The graphical display of results from
individual studies on a common scale is a “Forest plot”
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Useful tool for epidemiological studies which investigates the relationships between certain risk factors and disease. (Dutton, 2010)
Useful tool to improve animal well-being and productivity
Despite of a wealth of suitable studies it is relatively underutilized in animal and veterinary science. Lean et al. (2009)
Meta-analysis can provide reliable results about diseases occurrence, pattern and impact in livestock.
It is utmost essential to take benefit of this statistical tool for produce. more reliable estimates of concern effects in animal and veterinary science data.
Meta-analysis for animal and veterinary science
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Conclusion Prior to conducting a meta-analysis, it is necessary to
determine if the purpose is to explore sources of heterogeneity or to calculate a summary effect size.
Each Steps of Meta-analysis is very important. Source of data should be free from publication biasness. Follows GIGO principle of ‘garbage in, garbage out’. Like large epidemiologic studies, meta-analysis run the risk of
appearing to give results more precise and conclusive that are warranted.