Summary Measures Used in Systematic Reviews
Summary
TLDRThis video script offers a comprehensive guide to interpreting outcome measures in systematic reviews and meta-analyses. It explains dichotomous and continuous outcomes, how to summarize them using odds ratios, relative risks, risk differences, mean differences, and standardized mean differences. The script also covers meta-analysis of diagnostic test studies, including sensitivity, specificity, likelihood ratios, and summary ROC curves. It provides examples from systematic reviews to illustrate these concepts, aiming to clarify the significance of different effect sizes.
Takeaways
- π The script discusses the various types of outcome measures used in systematic reviews and meta-analyses.
- π Outcome measures for treatment studies are categorized into dichotomous (yes/no) and continuous (measured along a continuum like blood pressure).
- π Dichotomous outcomes can be summarized using odds ratios, relative risks, or risk differences.
- π For continuous outcomes measured the same way in each study, the mean difference is used to calculate the average change caused by an intervention.
- π When continuous outcomes are measured differently, a standardized mean difference is calculated to allow for comparison across studies.
- π’ The standardized mean difference is expressed in units of standard deviation, which can be difficult to interpret directly.
- π A standardized mean difference of 0.2 or less indicates a small effect, 0.5 a moderate effect, and 0.8 or greater a large effect.
- π The script provides examples from systematic reviews to illustrate the use of mean difference and standardized mean difference.
- π It explains the use of risk ratios for summarizing studies with dichotomous outcomes, such as death in medical trials.
- 𦴠An example of calcium supplementation's small effect on bone mineral density is given, with a standardized mean difference of 0.14.
- π©Ί The script also covers outcome measures for diagnostic test studies, including sensitivity, specificity, likelihood ratios, and the summary ROC curve.
Q & A
What is the purpose of the video script?
-The purpose of the video script is to explain different types of outcome measures commonly used in systematic reviews and meta-analyses.
What are the two types of treatment outcome studies mentioned in the script?
-The two types of treatment outcome studies are dichotomous outcomes, which are yes/no outcomes, and continuous outcomes, which occur along a continuum like blood pressure.
How are dichotomous outcomes summarized in meta-analyses?
-Dichotomous outcomes are summarized using odds ratios, relative risks, or risk differences.
What is a mean difference and when is it used?
-A mean difference is used when the outcome measure is the same in each study and measured the same way. It measures the absolute difference between the mean value in the two groups in a clinical trial.
What is a standardized mean difference and why is it used?
-A standardized mean difference is used when the outcome measure is the same but measured differently in individual studies. It standardizes the results to a uniform scale for combination in meta-analyses.
How is a standardized mean difference calculated?
-The standardized mean difference is calculated by dividing the difference in mean outcomes between the groups by the standard deviation.
What does a standardized mean difference of 0.5 indicate?
-A standardized mean difference of 0.5 indicates that the average effect of treatment across studies is half of a standard deviation unit.
What is the significance of the weighted mean difference in the script's first example?
-The weighted mean difference in the first example shows that cardio selective beta blockers significantly reduced FEV1 on average by 2.39 percent more than placebo, but this effect was not significant as the confidence interval crossed the line of no difference.
What is the appropriate measure for summarizing studies with dichotomous outcomes like death?
-For studies with dichotomous outcomes like death, it is appropriate to use a risk ratio or relative risk to summarize the individual studies.
How does the script describe the effect of calcium supplementation on bone density in the BMJ study?
-The script describes the effect of calcium supplementation on bone density as a small effect with a standardized mean difference of 0.14.
What are some measures used in meta-analyses of diagnostic test studies?
-Measures used in meta-analyses of diagnostic test studies include sensitivity, specificity, likelihood ratios, and the summary ROC curve, which looks at the trade-offs between sensitivity and specificity.
Outlines
π Outcome Measures in Systematic Reviews and Meta-Analyses
This paragraph introduces the topic of outcome measures used in systematic reviews and meta-analyses, focusing on treatment studies. It distinguishes between dichotomous outcomes, which are binary (yes/no) like survival status, and continuous outcomes, which vary along a scale such as blood pressure. The paragraph explains how dichotomous outcomes are summarized using odds ratios, relative risks, or risk differences, while continuous outcomes can be summarized through mean differences or standardized mean differences. The mean difference is used when the same outcome measure is used in each study and is measured identically, whereas the standardized mean difference is used when the same outcome is measured differently across studies. The paragraph also discusses the interpretation of standardized mean differences, with values of 0.2 or less indicating a small effect, 0.5 a moderate effect, and 0.8 or greater a large effect. Two examples from systematic reviews are provided to illustrate these concepts: one examining the effect of cardio selective beta blockers on FEV1 and another looking at the impact of calcium supplementation on bone density.
π Diagnostic Test Studies in Systematic Reviews
The second paragraph extends the discussion to diagnostic test studies within systematic reviews, highlighting measures such as sensitivity, specificity, and likelihood ratios, which are interpreted in the same manner as in the primary studies. It introduces the concept of the summary ROC curve, or receiver operating characteristic curve, which is a graphical representation that illustrates the trade-off between sensitivity and specificity at various cutoff points. The ROC curve is particularly useful for combining diagnostic test summary studies in a meta-analysis. The paragraph concludes by emphasizing the importance of understanding these outcome measures for interpreting systematic reviews effectively and invites viewers to reach out with any questions through the course website or the contact section of the presenter's blog.
Mindmap
Keywords
π‘Meta-analysis
π‘Outcome Measures
π‘Dichotomous Outcomes
π‘Continuous Outcomes
π‘Odds Ratios
π‘Relative Risks
π‘Risk Differences
π‘Mean Difference
π‘Standardized Mean Difference
π‘Effect Size
π‘Systematic Review
π‘Sensitivity and Specificity
π‘Likelihood Ratios
π‘Summary ROC Curve
Highlights
Introduction to different types of outcome measures used in systematic reviews and meta-analyses.
Explanation of dichotomous outcomes in treatment studies, such as yes/no results like survival status.
Description of continuous outcomes, like blood pressure, measured along a continuum.
Use of odds ratios, relative risks, or risk differences to summarize dichotomous outcomes.
Mean difference for summarizing continuous outcomes when measured the same way across studies.
Standardized mean difference for continuous outcomes measured differently in individual studies.
Formula for calculating standardized mean difference using mean outcomes and standard deviation.
Interpretation challenges of standardized mean difference due to its unit of standard deviation.
Guidance on interpreting the magnitude of standardized mean differences: small, moderate, and large effects.
Example of meta-analysis using mean difference in studies measuring FEV1 the same way.
Illustration of risk ratio application in a meta-analysis of death outcomes in medical patients.
Demonstration of standardized mean difference in a study on calcium supplementation's effect on bone density.
Interpretation of a small standardized mean difference in the calcium supplementation study.
Introduction to outcome measures in meta-analysis of diagnostic test studies, including sensitivity and specificity.
Explanation of likelihood ratios and summary ROC curves in diagnostic test studies.
Overview of how meta-analysis combines different diagnostic test summary studies.
Encouragement for viewers to contact for questions through the course website or blog.
Transcripts
hi Terry Chaney fell for UAB School of
Medicine when a meta-analysis is
undertaken all the studies are combined
and in common outcome measure is
reported in this video I'll describe the
different types of outcome measures that
are commonly used in systematic reviews
and meta-analyses so first let's talk
about the outcomes of treatment type
studies and they can be of two types
that can be dichotomous which is yes/no
outcomes like people were dead or they
were alive or they can be continuous
which are outcomes that can occur along
a continuum something like blood
pressure so first let's look at
dichotomous outcomes and they can be
summarized using odds ratios relative
risks or risk differences and these
measures interpret the same way as it
would be interpreted and used in the
primary studies now continuous outcomes
can be summarized in one of two ways
let's first focus on the mean difference
so if the outcome measure is the same in
each study and it's measured the same
exact way the results can be averaged
and we can calculate a mean difference
and it measures the absolute difference
between the mean value in the two groups
in the clinical trial and it just
estimates the amount by which the
experimental intervention changes the
outcome on average compared with the
control group now over here with the
standardized mean difference if the
outcome measure is the same but it's
measured differently in the individual
studies then we want to calculate
something called a standardized mean
difference and sometimes this is called
an effect size though we prefer a
standardized mean difference and we need
to standardize the results of each of
the individual studies to a uniform
scale so that we can combine them they
can't be all measured using different
scales because then we couldn't combine
them it wouldn't make any sense
so this formula sort of shows us how we
can calculate the standardized mean
difference we'll have a difference in
mean outcomes between the groups and we
divide it by the standard deviation now
this can be a little bit different
- in difficult to interpret because it's
reported in units of standard deviation
not the units of the measurement scales
used in the studies so that's can be a
little bit confusing so for example the
standardized mean difference of 0.5
means that the average effect of
treatment across studies is 1/2 of a
standard deviation unit that's kind of
confusing but what I've shown here is
how we can interpret the importance of
that standardized mean difference so if
the standardized mean difference is 0.2
or less it's really a pretty small
effect that's 0.5 it's a moderate effect
if it's point 8 or greater that's a
pretty large effect now these two four
spots are from two systematic reviews to
demonstrate some of these measurements
so the top plot up here looked at the
effect of cardio selective beta blockers
versus placebo on FEV ones and so in all
these studies it was measure the fev1
was measuring the exact same way
therefore we can use a mean difference
and it's a weighted mean difference here
because most meta-analyses weight
individual studies and so it results in
a way to mean difference but it's the
same thing as that mean difference so
you can see here this is non significant
because the conference interval here
crosses the line of no difference and
the weighted mean differences 2.39 or
the way we'd interpret this is the
cardio selective beta blockers in
significantly reduced fev1 on average by
2.3 9 percent more than placebo now down
here in the bottom is a systematic
review of the effects of low molecular
heparin compared to unfractionated
heparin in medical patients on venous
thromboembolism prophylaxis looking at
the outcome of death and so death is a
dichotomous outcome either a debtor
you're not so it's appropriate to use a
risk ratio or relative risk to summarize
these individual studies and finally
this is a forest pot of the effects of
calcium supplementation on bone density
published in the BMJ a few years ago the
outcome is the same in all these studies
so it's bone density but it was measured
differently so in this case because the
individual measures of the same outcome
or diff
we have to calculate a standardized mean
difference and that's what these authors
did and you can see here at the bottom
the effect of calcium supplementation on
the stand was a standardized mean
difference of 0.14 and if you remember
back to that last slide any standardized
mean difference or effect size of 0.2 or
less is a small effect so calcium have a
very small effect on bone mineral
density and finally to be complete we
can do meta-analysis or systematic
review of diagnostic test studies and
these are some of the measures that will
be used in those types of studies the
things that we commonly know about
sensitivity and specificity and
likelihood ratios again they're
interpreted the same way they would be
in the primary studies and then here's
another newer term a summary ROC curve a
receiver operator characteristic curve
which looks at the trade-offs between
sensitivity and specificity and it plots
sensitivity versus 1 minus specificity
at a variety of cutoff points so these
are different ways diagnostic test
summary studies can be combined with a
meta-analysis and these are the outcome
measures that would be used I hope this
video has helped you understand how to
interpret common outcome measures used
in systematic reviews remember if you
have any questions you can contact me
through the course website or through
the contact me section of my blog have a
great day
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