Science method

Meta-Analysis - Science method

Works consisting of studies using a quantitative method of combining the results of independent studies (usually drawn from the published literature) and synthesizing summaries and conclusions which may be used to evaluate therapeutic effectiveness, plan new studies, etc. It is often an overview of clinical trials. It is usually called a meta-analysis by the author or sponsoring body and should be differentiated from reviews of literature.
Questions related to Meta-Analysis
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Meta-analysis is a statistical method used to combine and analyze the results of multiple independent studies on a particular topic, to provide a more comprehensive and reliable assessment of the evidence. In the context of treatment approaches for pain management, a meta-analysis can be conducted to synthesize the findings from various studies that have investigated the effectiveness of different interventions for alleviating pain.
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Thank you, Tony. I'll go find these materials.
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What is Preferred Reporting Items for Systematic Reviews and Meta-Analysis (PRISMA)?
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The Preferred Reporting Items for Systematic Reviews and Meta-Analysis (PRISMA) is a set of guidelines for reporting systematic reviews and meta-analyses. It was developed by a group of experts in evidence-based medicine and was first published in 2009. The PRISMA guidelines are designed to help authors report their reviews in a clear, transparent, and reproducible way. This is important so that readers can assess the quality of the review and make informed decisions about the evidence.
PRISMA checklist
The PRISMA checklist consists of 27 items that are divided into four sections:
  • Background: This section outlines the research question and the rationale for the review.
  • Methods: This section describes the methods used to identify, select, and assess studies for inclusion in the review. It also describes the methods used to analyze the data and synthesize the findings.
  • Results: This section presents the findings of the review.
  • Discussion: This section discusses the interpretation of the findings, limitations of the review, and implications for future research or practice.
The PRISMA guidelines have been widely adopted by journals and publishers around the world. They are considered to be the gold standard for reporting systematic reviews and meta-analyses.
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  • How can these methodological considerations impact the reliability of drawn conclusions and their relevance to cancer research and treatment?
  • I am currently exploring the realm of meta-analyses and am in the process of seeking guidelines that can assist me in structuring a more robust study. As a newcomer to this area, I am keen on understanding the best practices and methodological considerations to ensure the effectiveness and validity of my research. Any insights or recommendations in this regard would be greatly appreciated.
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I recommend checking out reviews by Cochrane Haematology or other Cochrane cancer groups (e.g here https://breastcancer.cochrane.org/news/our-most-cited-reviews). It´s always a good idea to involve practitioners and patients, for example, to identify relevant outcomes.
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I have retrieved a study that reports a logistic regression, the OR for the dichotomous outcome is 1.4 for the continuous variable ln(troponin) . This means that the Odds increase 0.4 every 2.7-fold in the troponin variable; but, is there any way of calculating the OR for a 1 unit increase in the Troponin variable?
I want to meta-analyze many logistic regressions, for which i need them to be in the same format (i.e some use the variable ln(troponin) and others (troponin). (no individual patient data is available)
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Just for the sake of completeness: it might be possible if there is a meaningful reference concentration of troponin you could refer to, but I doubt that there is such a value.
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I'm very interested in meta-analysis. If anyone has experience in conducting meta-analyses and is open to collaboration (Forestry Sector), I would love to work together on exploring this research method further. Please feel free to reach out!"
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Tamatha Zemzars Thank you
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I have the OR of a logistic regresion that used the independent variable as continuous. I also have the ORs of 2x2 tables that dichotomized the variable (high if >0.1, low if < 0.1).
Is there anyway i can merge them for a meta-analysis. i.e. can the OR of the regression (OR for 1 unit increase) be converted to OR for High vs Low?
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Hello Santiago Ferriere Steinert. These two ORs are from different studies, right? How many ORs do you have in total? If I had only the two ORs you describe, I think I would just report them separately. If they were two ORs of a much larger number of ORs, and all but that one were from models that treated the X-variable as continuous, I might compare the OR from the 2x2 table to the pooled estimate of the OR from the other studies. But I think more information is needed. HTH.
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In a meta-analysis, there is just one study that reported the incident rate ratio, can I consider it as HR?
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Thank you.
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We are trying to conduct a meta-analysis. One of the studies is providing Nagelkerke's R2 and p-value (and sample sizes for two groups) but not the actual effect size. Is there a way to convert this data to an effect size that we can use in a meta-analysis? Thanks!
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What's your definition of "effect size" ?
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Q 1. Which model should be preferred (FE/RE) when conducting a meta-analysis for pooling prevalence?
Q2. In the RE model, why do all studies receive equal weight irrespective of sample size or confidence intervals?
Q3. When we use the FE model, all the studies receive weight according to their sample size or CI. But my question is, is it correct to use the Fixed Effect Model?
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  • RE model is generally preferred over FE model for pooling prevalence in meta-analysis.
  • In RE model, studies with lower variance are given greater weight.
  • FE model should not be used unless you are confident that the true prevalence of the outcome is the same in all studies.
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I am researching systematic reviews and meta-analyses of radon risk exposure from drinking water. The summary of the random effects models of 222Rn concentration is 25.01, and the 95% confidence intervals (CI) are 7.62 and 82.09) and displayed heterogeneity of (I2 = 100%; P < 0.001) with residual heterogeneity of (I2 = 62 %, p = 0.01). Can anyone interpret the result for me? Why I2 = 100% in this context? what is the significance of the residual heterogeneity?
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  • Mean estimated concentration of radon in drinking water is 25.01 Bq/L.
  • There is high heterogeneity (I2 = 100%), which means the effect sizes vary widely from one study to another.
  • There is residual heterogeneity (I2 = 62%, p = 0.01), which means that there are still some unknown factors contributing to the variability in the effect sizes between the studies.
  • The results suggest that there is a significant association between exposure to radon in drinking water and the risk of cancer.
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I am pooling the effect size of a specific intervention. I am calculating the mean difference and 95% confidence interval scores. I came across an outcome measure expressed in Meters in some of these studies and expressed in Feet in one study.
Is it correct if I convert the mean and the standard deviation to Meters and I calculate the mean difference or should I calculate the standard mean difference as an alternative?
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What you are asking is standard procedure when doing a meta-analysis. When you calculate a Hedges' g (or standardized mean difference), you remove the units (e.g., HA/mm3, g/cc, mmAl, and %) and thus the different studies' values become comparable. Refer to "Introduction to Meta-Analysis" by Borenstein et al., 2021.
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During writing a review, usually published articles are collected from the popular data source like PubMed, google scholar, Scopus etc.
My questions are
1. how we can confirm that all the articles that are published in a certain period (e.g.,2000 to 2020) are collected and considered in the sorting process(excluding and including criteria)?
2. When the articles are not in open access, then how can we minimize the challenges to understand the data for the metanalysis?
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For the first question, using multiple databases as you suggest usually help to minimize the risk of missing relevant studies. The risk of missing studies by published year not usually an issue, since published year tend to be well documented and indexed.
However, missing studies due to a narrowed scope while searching for literature is always potential risk. If you have an reasonable knowledge of the field you are planning to review, you might have a range of publications already prior to the reviewing process. If you can find all of these publications during your scoping process then your scope is acceptable. If some of these are missing, you might need to extend the scope further.
Another issue that is difficult to account for is the inclusion of journals/publications that are not indexed in the big databases.
For the second question, one option is to contact authors of these subscription-only publications and request a copy. If some publications are essential yet no access can be granted, the last option is to purchase the publication.
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Hello friends, how many paper should include in a meta analysis??
How it is different from systematic review??
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Responding to your first query the number of studies to be included depends on the heterogeneity of the study type you choose, there is no clear cut rule of thumb that can be relied on for example, in a study by Davey et al*. a sample of 22453 meta-analyses, show that the number of studies in a meta-analysis is often relatively small, with a median of 3 studies (Q1-Q3: 2–6), and only 1% of meta-analyses containing 28 studies or more. To compensate the heterogeneity of the studies rigorous review of the methods of the studies should be conducted and to reduce errors statistical methods such as DerSimonian and Laird approach and Hartung, Knapp, Sidik and Jonkman can be used for random effects meta analysis.
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Is it possible to conduct a Meta-SEM (meta-analysis of structural equation models) using the SmartPLS 4 software?
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Yes, it is possible to conduct a meta-SEM using Smart PLS4 software. Smart PLS4 is a software package that is specifically designed for partial least squares (PLS) modeling. PLS is a type of structural equation modeling (SEM) that is well-suited for analyzing data with small sample sizes and/or non-normally distributed data.
To conduct a meta-SEM using Smart PLS4, you will need to collect data from multiple studies that have used the same SEM model. You will then need to prepare the data for PLS analysis. This involves converting the data to a format that is compatible with Smart PLS4 and transforming the data to ensure that it meets the assumptions of PLS.
Once the data is prepared, you can then create a meta-SEM model in Smart PLS4. This involves specifying the latent variables in the model and the relationships between them. You can also specify the measurement models for each latent variable.
Once the model is created, you can then estimate the model parameters using the Smart PLS4 algorithm. Smart PLS4 will generate a variety of outputs, including the estimated path coefficients, standard errors, and p-values. You can then interpret the results of the meta-SEM to identify the relationships between the latent variables in the model.
Here are some additional tips for conducting a meta-SEM using Smart PLS4:
  • Use high-quality data. The quality of the data will have a significant impact on the results of the meta-SEM. Therefore, it is important to use data from studies that have been well-designed and conducted.
  • Use a consistent SEM model. All of the studies that you include in the meta-SEM should have used the same SEM model. This will ensure that the results of the meta-SEM are comparable.
  • Use the appropriate PLS algorithm. Smart PLS4 offers a variety of PLS algorithms. You should choose the algorithm that is most appropriate for your data and research questions.
  • Carefully interpret the results. The results of the meta-SEM should be interpreted carefully, taking into account the quality of the data and the limitations of the PLS method.
I hope this information is helpful. Good luck with your meta-SEM study!
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I would very much like you all to answer this question of mine. I found it in a 2009 paper that reported sample sizes in the form of N=7-8, N=4-8, and so on. Meanwhile I can't find its supplementary material and raw data. Can tell me how to deal with this situation in meta-analysis?
Its research data provides the mean, SE.
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Dear Dr. Qinyao Wu ,
Based on the situation you described, the preferred approach for me and my team would be to contact the corresponding author. Generally, they are willing to address the questions you have raised.
If we are unable to establish contact, we may consider excluding this paper, as we are well aware that the sample size can affect the weighting of effect sizes in the meta-analysis.
Best regards,
Tzu-Hsiang Peng
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Hello,
I am currently conducting a systematic review and meta-analysis in the field of epidemiology. However, I am facing challenges in selecting databases for literature collection due to limited access through my university.
The databases that I have personal or university access to include PubMed, EBSCO MEDLINE, Scopus, ScienceDirect, and Google Scholar.
I do not have access to databases such as Embase, Ovid MEDLINE, and Web of Science.
Since I cannot access some of the popular databases typically used for systematic reviews, I am seeking guidance on how to select and create a combination of three databases for my research.
Thank you in advance for your assistance.
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I second what Caroliny Hellen Azevedo da Silva said. You need to either find a collaborator or a librarian who can help you to access these databases. There may also be some plans from these company to provide you a temporary access for a specific cost.
Good luck!
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Forest plot formation for meta-analysis.
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As Lowilius Wiyono said, it is difficult to answer specifically to your question.
I think a good point to start with would be an introduction on the meta-analyses methods to know exactly what you have in mind and then you could chose the dedicated software to do it (R, RevMan, ...).
I really like this online book by Harrer which is a thorough overview of meta-analyses and methods that can be used with R sofware (https://bookdown.org/MathiasHarrer/Doing_Meta_Analysis_in_R/intro.html), but I am a R biased user :-)
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Q 1. Which model should be preferred (FE/RE) when conducting a meta-analysis for pooling prevalence?
Q2. In the RE model, why do all studies receive equal weight irrespective of sample size or confidence intervals?
Q3. When we use the FE model, all the studies receive weight according to their sample size or CI. But my question is, is it correct to use the Fixed Effect Model?
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I would say that by default a random effect meta-analysis would be preferred because it is difficult to say that in your meta-analyses all the observed differences are only due to sampling variability. It is therefore important, I think, to account for the fact that the difference observed is also due to unobserved difference in study design or other characteristics (in fact, with the exception of randomized controlled trial meta-analyses I think random effect would be the default in many situations).
In the random effect, the weight of the studies are not equal. There is always a component which depends on the sample size (within study variance) but you also add a specific term which accounts for between study variance (which is generally called tau-squared).
so the weight depending is on the form:
Weight=1/(Variance_study_i + tau-squared)
You can see that both components are accounted for but now the weight is less influenced by study variance (so larger studies have more impact but much less impact than in fixed effect).
NB: this is a general comment. there may be some specificities for models for a prevalence but this is just to illustrate how it works.
see a specific paper on the 2 types of meta-analyses (Borenstein M, Hedges LV, Higgins JP, Rothstein HR. A basic introduction to fixed-effect and random-effects models for meta-analysis. Res Synth Methods. 2010 Apr;1(2):97-111. doi: 10.1002/jrsm.12. Epub 2010 Nov 21. PMID: 26061376. )
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Hi, I am conducting a meta-analysis on the overall survival and disease-free survival of TACE in Large HCC (dichotomous: 1-3-5 year survival). In inputting data from studies, which do we input as the event for a dichotomous survival meta-analysis like this? The number of deaths or the number of survivors?
thank you
much appreciated
Indah
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Sébastien Buczinski This is very helpful. Thank you very much
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Could someone explain to me why the p-value in the right column of the forest plot is different than the p-value in the test for effect in the subgroup?
I thought that these two p.values should be the same.
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Now coming to your table p-value in the right column of the forest plot is the p-value for the overall test of the treatment effect across all subgroups. It is calculated by combining the results of the individual studies in the meta-analysis. In this case, the p-value is 0.56, which is not statistically significant.
The p-value for the test for effect in the subgroup is the p-value for the test of the null hypothesis that the treatment effect in the subgroup is equal to zero. It is calculated using only the data from the studies in the subgroup. In this case, the p-value for the test for effect in the subgroup is 0.094035, which is statistically significant.
The two p-values are different because of the heterogeneity between the studies in the meta-analysis. The heterogeneity statistic (0.5) is very high, which indicates that there is a lot of variability in the treatment effects across studies. This variability could be due to a number of factors, such as different study designs, different populations of patients, and different treatment regimens.
When there is heterogeneity in the treatment effects across studies, it is more difficult to detect a significant overall treatment effect. This is because the variability in the treatment effects across studies can mask the true effect of the treatment.
In this case, the p-value for the overall test of the treatment effect is not statistically significant, but the p-value for the test for effect in the subgroup is statistically significant. This suggests that the treatment may be effective in the subgroup, but it is not possible to draw a definitive conclusion without further research.
It is important to note that a statistically significant p-value for the test for effect in a subgroup does not necessarily mean that the treatment is clinically effective in that subgroup. It is possible that the difference in the treatment effect is small or that it is not clinically meaningful.
To determine whether the treatment is clinically effective in a subgroup, it is important to consider the magnitude of the difference in the treatment effect and the clinical implications of that difference
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If anyone know to how to calculate the pooled prevalence rate in Meta analysis. In my dataset I have sample population and total population. Using metaprop command the output will come in proportion, how we get the output in percentage?
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You can use STATA metaprop command give power(2) at last, it will come in percent
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I am performing a meta analysis in which there are some studies which are RCTs and cohorts. There are two studies which are non-randomized controlled trials. Can I include those two studies in my systematic review and meta analysis? Is it fine to pool RCTs and non-RCTs?
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If the trials you have provide the required data, you CAN include them in a meta-analysis. Whether or not you SHOULD do so is another matter. In a traditional hierarchy of evidence, non-randomised studies are much lower. They are much more prone to bias - so including them risks including highly biased results - rendering the results of your meta-analysis biased. One approach might be to undertake sensitivity analyses to see whether or not the inclusion of such studies alters the point estimate (much) and overall conclusions - but if it does, where does that leave you and if it doesn't what have you gained by including them?
IF this is a topic where non-randomised studies are, pragmatically, the only approach in many circumstances you might proceed with caution - but you must use a suitable approach to assessing the risk of bias for such studies (ROBINS) - and I would suggest doing the sensitivity analysis in any case. Bit remember the old adage - garbage in, garbage out.
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hello! we are currently working on a systematic review containing 14 studies - however only 8 studies are similar enough to conduct the meta-analysis on and we are planning to do that. Can we still call it a meta-analysis then?
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Yes. It can be called meta-analysis. But it is generally recommended to have at least 10 studies. If possible, increase the number of studies.
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I am looking for your suggestion, options etc.
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Yes, it is possible!
The social-ecological model is a framework that recognizes the complex and dynamic interactions between individuals and their environments that influence health outcomes.
It can be used to identify the factors and interventions at different levels (individual, interpersonal, institutional, community, and policy) that affect health behaviours and outcomes.
A systematic review that uses this model can synthesize the evidence from different types of studies and interventions without aggregating the effect estimates using meta-analysis.
However, conducting a synthesis without meta-analysis can pose some challenges for reporting the methods and results of the review.
There is no clear definition or guidance on how to perform a narrative synthesis, which is often used as an alternative to meta-analysis. This can lead to a lack of transparency and consistency in the reporting of the synthesis process, the presentation of the data, and the interpretation of the findings.
To address this issue, a reporting guideline called Synthesis Without Meta-analysis (SWiM) has been developed to promote clear and transparent reporting for reviews of interventions that use alternative synthesis methods to meta-analysis of effect estimates. The SWiM guideline consists of nine items that cover how studies are grouped, the standardized metric used for the synthesis, the synthesis method, how data are presented, a summary of the synthesis findings, and limitations of the synthesis. The SWiM guideline can help reviewers to report their synthesis methods and results in a comprehensive and rigorous way.
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Dear colleagues
I have recently performed a meta-analysis project however one of the journal reviewers asked me to perform GRADE scoring for the results. Do you know any special software helping me?
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Hi, Ehsan. Do you know GRADEpro?
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I'm conducting a systematic review where I specified that I'll be taking studies from LMICs (Low-Middle income countries). During search, I came across a study which was conducted in high income country but the sample was from low income families, would this study be an eligible study?, please answer considering my LMICs criteria. I know superficially it seems that the study needs to be discarded but please think in terms of heterogeneity that we (explicitly or implicitly) assumed that heterogeneity will be coming from socio-economic status more so if a study already uses it, what is the issue in taking it.
I hope, I'm able to explain my query.
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You can have high income families from LMIC what will you do than? whole data is messed up then. We generalize in this case according to our IN-EX criteria. Mohammad Hashim
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Help me please, I'm just learning to do meta-analysis using the R program. When I use summary measure with mean differences (MD) mode "metacont(Ne, Me, Se, Nc, Mc, Sc, data = data1, studlab = paste(Author), sm = "MD", common = T, random = T, hakn = T, prediction = T, subgroup = Sbg)" everything works normally.
However, when I change the summary measure to standardized mean differences (SMD) mode "metacont(Ne, Me, Se, Nc, Mc, Sc, data = data1, studlab = paste(Author), sm = "SMD", common = T , random = T, hakn = T, prediction = T, subgroup = Sbg)" an error message appears as follows "Error in (function (yi, vi, sei, weights, ai, bi, ci, di, n1i, n2i, x1i , : Fisher scoring algorithm did not converge. See 'help(rma)' for possible remedies."
Thank you
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As referenced in this link,
you need to increase the number of iterations to achieve convergence.
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I want to develop an understanding for conducting Meta-Analysis studies in Psychology. how many studies to select, how to screen them, any tools which are used for the purpose. kindly explain with references how to conduct a meta-analysis
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You need to develop a PICOS, then develop a comprehensive search string according to the PICOS, search databases, and screening articles as per the inclusion and exclusion criteria. perform data extraction, analysis, and evidence synthesis. manuscript writing.
It is a long process. I think one should learn before embarking on starting a new project.
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Greetings,
for my systematic review I have 23 research articles 21 of which I got from PubMed, CINAHL, OVID and WOS. I got 2 articles from British library, the explore further option and these articles are cited as peer-reviewed.
can I put British Library as a database in my Prisma Flow diagram. Or do I indicate that two articles were gotten from british library in my methodology? your answers are highly appreciated.
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Go ahead ! Oluchukwu Okoye
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In some meta-analysis, the authors manually added some reference, but why were these studies not included in their initial database search.
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Dear Wu,
This is because within the literature that has been searched, there may be references to other valuable resources that happen to be outside the scope of the search strategy, timeframe, or databases used.
Sincerely,
Tzu-Hsiang Peng
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I'm wondering if there is any difference between a meta-analysis in medical sciences and economic sciences. In addition, If you have any guidelines or research about how to conduct a meta-analysis in economic sciences, let me know, please.
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You are welcome Maryam Abedi !
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We were planning about meta analysis and when doing literature review, we came across this condition:
  • Articles were accessing a certain parameter. But there is one article which is using 2 different approach, lets say approach 1 and approach 2 for measuring the single parameter
  • But in other articles, they are measuring the parameter through a single approach which is different than those approach 1 and 2. Thus units of measurement are different as well.
In such condition, from what I have known, we have to use Standardized mean Difference as units are different. But real problem is in that first article with 2 different approach. How to decide which approach out of two, should I use?
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I'm sorry I don't know the answer. Somewhere I have a book by Paul Glasziou on systematic reviews in healthcare, but I'm not just sure where my book is at present. When we had people stay at Xmas, stuff got thrown into garbage bags and put into the spare room, so I'm not sure which garbage bag it is in. Do you want me to look for it?
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Hi everyone, do you know any formulae to calculate the combined SD while knowing the M and SD of each group from the same population in the meta-analysis?
For example, in our meta-analysis, one study reported the Mean and SD for each facets of the Self-compassion scale in participants without reporting the overall score. Our study only wanted to investigate the overall score. We could calculate the Mean score easily by combining the mean score of both groups since they are the same population. However, we could not calculate the SD.
I know that the Cochrane Handbook of Systematic Reviews of Interventions offered formulae for Combining groups but it seems that this formulae can only used for group with different population.
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  • Thank you Hossam Tharwat Ali and James Leigh . I actually tried the Cochrane formulae for a made up sample that I created with similar condition to the study. However, the result that I calculate normally was slightly different than the one I calculated using Cochrane formula. Is this because the formula always provide a slight error?
  • Perhaps the following paper would illustrate my question more clearly. This paper mentioned exactly what I wanted to do at page 380. Specifically, it said that "Where a study provided multiple data for a personality dimension, we used the mean effect size for the meta-analysis." However, I could not find the formulae that the paper use to calculate the mean effect size. Similar papers also reported using a mean or average effect size without provide any formula.https://doi.org/10.1016/j.cpr.2014.05.002
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J is a bias correction factor that used to remove the small-sample-size bias of the standardized differences of means.
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Yes, the metafor package in R can calculate Hedges’ d with or without J. The escalc function in the metafor package allows you to calculate various effect sizes, including Hedges’ d. By default, the function calculates Hedges’ d with small sample size correction (J), but you can also specify the argument small=FALSE to calculate Hedges’ d without the correction.
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Dear Colleagues,
We are currently conducting a qualitative meta-analysis and looking for qualitative research that is focused on transgender, non-binary, and gender diverse people’s experiences of gender identity development and how their gender functions to support coping with minority stress as well as increasing resilience and flourishing. We are looking specifically at articles that focus on participants in the United States. We are contacting scholars to ask if they have authored or are aware of studies that may meet our inclusion criteria, particularly any new or unpublished studies. Our team will screen the articles to determine if they meet our inclusion criteria. If you know of any studies that may be relevant to our qualitative meta-analysis, please contact or send them to Kelsey Kehoe at kelsey.kehoe001@umb.edu.
Thank you!
Heidi Levitt & Kelsey Kehoe
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Scholars and Polish minister clash over trans sadomasochism study
Minister hints at punishment with unprecedented letter to National Science Centre over project exploring the role of bondage and domination in the development of trans identities...
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Do you know if I am able to conduct a comparison meta-analysis with correlation coefficient and sample size?
And if yes, Would you be able to recommend any software?
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Hello Wim Kaijser. First, yes, feel free to contact me privately. But bear in mind that Karl Wuensch and I worked on that article 10 years ago, and I'm sure I don't remember all of the details. But maybe Karl does. ;-)
Second, Equation 10 in our article is for comparing two independent correlations--e.g., comparing the rXY values for two independent groups of observations. But Williams' (1959) test, shown in Equation 17, is for comparing r12 with r13 in the same sample. These correlations are not independent of each other--they are two non-independent correlations with one variable (X1) in common. So Equation 10 is not appropriate. Furthermore, the SE depends on the value of r23. I confess that I have thus far only glanced quickly at your simulation results, but I did not notice how (or if) the value of r23 was taken into account.
Cheers,
Bruce
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I am working on a meta-analysis where i have extracted the data directly from KM curves via web plot digitizer to calculate HRs for the studies that reported only KM Curves. One of the study has three curves and web plot digitizer would give me a total of three groups. I was wondering if it is appropriate to combine the data for two of those groups and calculate an overall HR for a meta-analysis? Keeping in view that it is a time-event data and there's censoring too. I tried using the method elaborated by Cochrane but it gave me a really wide confidence Interval.
Anyone having any lead of how to deal with this?
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In my experience, estimated data (e.g.: data retrieved from KM) will usually give you a "really wide" confidence interval as you say. Personally, I would have computed all three groups as three individual studies for the meta-analysis (in addition to other studies).
Cheers!
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Can someone suggest me the best method for meta-analysis of proportions where there is a high heterogeneity. I am using random effects model to estimate the pooled proportion. I have done the pooled proportion and subgroup analysis with both logistic regression and dersimonian Laird method. Both yielded a varying result. Which one should I take into consideration?
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Neither is ideal. See this paper:
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I am planning on conducting a systematic review, which will focus on the impact randomised lifestyle interventions (RCTs) on intergenerational health.
Initially, I considered the ROBINS-I tool, which is often used for non-randomised cohort follow-up studies, but the non-randomised element does not align with the randomised nature of RCTs. My next thought was the RoB 2 tool, but it seems more geared towards evaluating the outcome of the trial (e.g. weight loss during trial) rather than the longer-term effects on the cohort.
I have looked online and have not found a specific tool tailored to assessing risk of bias in long-term follow-up cohort studies from RCTs. As it stands, I'm leaning towards the ROBINS-I tool, but any expertise would be appreciated.
Thanks.
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Hi Sam, I would advise you get advice from a statistician. But, my hunch is that if the sub-group is representative of the overall cohort, not "cherry-picked" and their characteristics and experiences/exposures are relevant to the study question, AND analysis and conclusions refer to the 100 and not the 500, it's not missing data per se. Would welcome comments from others having stuck my neck out!
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I am trying to meta-analyze studies that report Overall Survival (OS) with studies that report only the Hazard Ratio for OS. How can I interconvert both variables to a comparable unit to execute the meta-analysis?
Thanks in advance!
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Hello, Desai! Thank you so much for your availability.
I am trying to meta-analyze one outcome. Consider it to be survival in patients exposed to condition X.
2 studies report the Overall Survival for the patients exposed to condition X. 2 other studies report only the Hazard Ratio of the Overall Survival for the patients exposed to the same condition X.
I was looking and it seems I need to convert the HRs into a format that can be integrated with the studies reporting OS directly. Some places report it as the Survival Ratio, which would be SR=e(ln(HR)∗C) (where C is the average time (in years) that patients were followed up).
I still want to know if this is the proper way to do it!
Thank you once again!
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The paper (therapy/intervention study) includes an assessment of quality and risk of bias, however does not using a GRADE approach? Would this be considered a weakness?
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Ideally, it should be included but I haven't seen a journal request specifically that it should be included like QA and registration in PROSPERO.
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I just want to know if someone can provide me an example input data for microbial association network analysis using SPIEC- EASI. Also, if possible, an R script how to do this network analysis will be very helpful. Thank you very much in advance.
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Using SPIEC-EASI for microbiome study, an input dataset in the form of an abundance table or a count matrix is needed. This matrix represents the abundance levels of different microbial taxa across multiple samples. Each row corresponds to a specific microbial taxon, and each column represents a sample.
Here's an example of how the input data format may look like:
```
Taxon Sample1 Sample2 Sample3 Sample4
Taxon1 10 5 0 3
Taxon2 2 8 7 1
Taxon3 0 4 6 2
```
In this example, there are three microbial taxa (Taxon1, Taxon2, and Taxon3) and four samples (Sample1, Sample2, Sample3, and Sample4). The abundance values represent the number of reads or the relative abundance of each taxon in the respective samples.
=========
Certainly! Here's an example R script that demonstrates network analysis using SPIEC-EASI for a microbiome study:
```R
# Install necessary packages
install.packages("SPIEC-EASI")
install.packages("igraph")
# Load libraries
library(SPIEC-EASI)
library(igraph)
# Read the abundance table or count matrix
abundance_table <- read.csv("path/to/abundance_table.csv", header = TRUE, row.names = 1)
# Preprocess the abundance table
# You may need to perform data normalization, filtering, or transformation based on your specific requirements
# Run SPIEC-EASI to infer the network
network <- spiec.easi(abundance_table)
# Get the adjacency matrix from the network
adjacency_matrix <- network$network
# Convert the adjacency matrix to an igraph object
graph <- graph.adjacency(adjacency_matrix, mode = "undirected", weighted = TRUE)
# Visualize the network
plot(graph, edge.width = E(graph)$weight, edge.color = "gray", vertex.size = 10, vertex.label = NA)
# Perform additional network analysis or visualization as needed
# You can calculate network properties, identify clusters, or customize the network visualization
# Save the network as a graphml file
write.graph(graph, file = "path/to/network.graphml", format = "graphml")
```
Make sure to replace `"path/to/abundance_table.csv"` with the actual path to your abundance table or count matrix file. Additionally, you may need to customize the script based on your specific preprocessing steps and network analysis requirements.
Good luck
credit AI tools
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Update 1: I have received the official RevMan installer links via email, which are still up on Cochrane's website.
Update 2: The links referred to above no longer work, as Cochrane have taken down the files, so I have removed them to avoid confusion. Please see Ingrid Arevalo-Rodriguez's answer below for further details.
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The files should open as normal on any computer. Try another browser, or download on another computer and transfer them over.
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We are accepting colleague for a meta-analysis study regarding the accuracy of nuclear medicine procedures. The only important point having skills in this regard and publishing at least two articles related to PET, PET/CT methods. Thanks
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I sincerely thank you, Prof. Giorgio Treglia
It is our pleasure and honor to cooperate with you. I have sent you the manuscript. Kind regards
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How to run a proper meta-analysis when the selected studies only report the median and 95% Confidence Interval of a parameter of survival?
Should I treat the data in the same way as a mean, and apply the same meta-analysis techniques?
Some proposed methods such as Hozo and Wan address this question, but either IQR, Quartiles or full data distribution are required for estimating mean and SD, which trials do NOT provide. Please assume I DO NOT have the range, so estimating the mean and SD would not be possible also.
I have already emailed the authors for the full data, though.
Can anyone with experience in the topic help?
Thanks in advance!
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If the survival outcomes were only presented as median (95% CI), and min-max, I would suggest to plot them in form of forrest plot with median as effect size and 95% CI of median as 95% CI of effect size (you may have to manually calculate and plot these as the forest plot commands on STATA or R are developed for conventional effect size but not median). However, I think the best way is to tranform them to mean and SD, then apply the normal protocol for meta-analysis to analyse them. Those without reporting min-max should be excluded from meta-analysis and you can systematically review them by traditional way
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In random-effects meta-analysis, I2 is very low (I2 = 1%). What does this mean? Is it inappropriate to do meta-analysis under such condition?
Besides, how to pool the HR with OR/RR in meta-analysis? Is there any possible conversion?
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I found this paper mentioning the conversion of OR/HR into RR. I'd like to share it here for your reference.
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I am doing a meta-analysis in which I have extracted data on ORs as the effect measure for presence of a condition against absence (reference category) of the condition. I one particular study, 4 levels of the variable of interest are presented instead of 2 as in the rest of the studies. ORs were estimated for 3 levels against one level as the reference category. By definition, adding the first and last two categories will give the two levels I need as in the other studies. However, the paper did not report frequencies that resulted in the OR estimates so the only thing left is the OR and 95% CI. How can I combine the ORs of the first and last two categories to produce the presence and absence comparison I need?
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Since OR approximates RR,one approach could be to take the mean OR of the two highest categories (ORm1 say)and the mean OR of the two lowest categories(ORm2) and then calculate a new OR for a two level comparison ORm1/ORm2. From the 95%CI's given you could calculate the OR variances for the two highest categories and then the variance of their mean .From these you could estimate 95%CI s for the new two category comparison and use these estimates in your meta analysis..
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In doing a meta-analysis using articles done with time-to-event analysis, I faced the problem that some authors reported the effect size (incidence density) with person-year observations, while others reported person-month observations. Some also reported the incidence density for only the exposed group (single arm). Others reported the rate ratio (the ratio of IR in the exposed group to IR in the unexposed group).
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If you are interested only on the observation time, divide it by 12. But if you are interested in the IR, multiply it by 12.
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In most cases, we may obtain odds ratios or relative risks from the given beta coefficients if the DV is categorical to estimate the pooled effect sizes.
What if the DV is continuous and report beta coefficients with corresponding 95% CI or p-values?
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For a continuous independent variable, the logistic regression coefficient represents the multiplicative increase in RR per unit of the independent variable.
one way to get an overall effect would be use the mean level of "high" and mean level of "low" and calculate the ratio of the corresponding relative risks
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For example, if we have chronotype score from MEQ (19-item), rMEQ (5-item) and CMS ?
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Yes, Open Meta Analyst supports the calculation of meta-analysis for continuous variables measured in different scales. Meta-analysis is a statistical technique used to combine and analyze data from multiple studies to derive an overall effect size or estimate.
When conducting a meta-analysis with continuous variables measured in different scales, it is essential to standardize the data to ensure comparability across studies. Standardization involves transforming the measurements to a common scale, typically through methods such as z-scores or standardized mean differences (SMD). This allows for the meaningful pooling of data and the calculation of an overall effect size.
Open Meta Analyst provides tools and functions to handle various effect sizes, including standardized mean differences, as well as the necessary statistical methods for combining and analyzing continuous data in a meta-analysis. It allows you to input data from individual studies, specify the effect sizes and their variances, and perform the meta-analysis calculations.
To conduct a meta-analysis of continuous variables in different scales using Open Meta Analyst, follow these general steps:
  1. Import or enter the data from individual studies, including the means, standard deviations (or other relevant statistics), sample sizes, and any necessary study-level variables.
  2. Standardize the data by transforming the measurements to a common scale. This may involve calculating z-scores or SMDs.
  3. Input the standardized effect sizes and their variances (or standard errors) into Open Meta Analyst.
  4. Specify the desired meta-analysis model (e.g., fixed-effects or random-effects) and any additional settings or parameters.
  5. Run the meta-analysis calculation in Open Meta Analyst.
  6. Interpret the results, including the overall effect size estimate, confidence intervals, heterogeneity statistics (e.g., I²), and any subgroup or sensitivity analyses conducted. Anastasiia Shkodina
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I have 3 papers suitable for inclusion in my systematic review looking at high versus low platelet to red call ratio in TBI, and want advice as to whether I can combine their estimates of effect in a meta-analysis.
One RCT which provides an unadjusted odds ratio and adjusted odds ratio of 28-day mortality for two groups (one intervention (high ratio) and one control (low ratio), adjusted for differences in baseline characteristics).
One retrospective cohort study which provides absolute unadjusted 28-day mortality data for two groups (one exposed to high ratio, and another exposed to a low ratio). They have also performed a sophisticated propensity analysis to adjust for the few differences between the groups and multivariate cox regression to adjust for factors associated with mortality, and presented hazard ratios.
Finally, a post-hoc analysis of a RCT, which compares outcomes for participants grouped according to presence/absence of haemorrhagic shock (HS) and TBI. This generates 4 groups - neither HS nor TBI, HS only, TBI only and TBI + HS. I am interested in the latter two as they included patients with TBI. One group was exposed to a high ratio, whereas the other a lower ratio. The authors provided unadjusted mortality data for all groups, and they adjust for differences in admission characteristics, to generate odds ratio of 28-day mortality. However, they present these adjusted odds ratios of death at 28days for the HS only, TBI only and TBI + HS groups compared to the neither TBI nor HS group, not to each other.
I could analyse unadjusted mortality in a meta-analysis, but want to know if I can combine all or some of the adjusted outcome measures, I have described instead? Any help greatly appreciated.
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Thanks James
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I am currently preparing to conduct a meta-analysis that aims to incorporate correlations from various studies. I have observed that different studies employ different types of correlations, such as Pearson's correlation coefficient, Spearman's correlation coefficient, Heterotrait-Monotrait ratio of correlations, correlations of latent variables, and so on so forth. I am seeking guidance on whether it is appropriate to include all of these correlation types in my meta-analysis or if I should focus on a specific type. Any insights would be greatly appreciated.
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I think it is very difficult to answer to this question because it depends on what is your question of interest and whether a specific correlation indicator is more suitable than the other.
The different correlation parameters you present have different meaning and calculation.
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Dear My fellow researchers,
I'm conducting a systematic review for a nutrigenomic topic, and found out, I can't proceed with meta-analysis due to the heterogeneity of the included studies (different study design, different reporting style, multi-arm study).
My question: is there any other statistical analysis or any method that will allow me to quantitatively investigate the effect of the intervention to the outcome? The only similar data between all those included studies are mean and confidence interval.
Thank you in advance. God bless.
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You're welcome! I'm glad I could help. If you have any more questions in the future, feel free to ask. Best of luck with your study, and may God bless you too!
Sir Can share email?
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Greetings fellow researchers,
I am embarking on a meta-analysis project to study the efficacy of a certain drug, let's call it "Drug A". My challenge lies in the limited and varied nature of the clinical trials available. So far, I have identified only three clinical trials conducted on Drug A. Two of these trials are double arm (comparing Drug A against a placebo), while one is a single arm trial.
I am grappling with how to best proceed with the analysis given the different study designs. I would like to harness as much data as possible from these trials to ensure my meta-analysis is robust. One approach I am considering is to extract single arm data from all three trials and analyze this, but I'm unsure if this approach is methodologically sound or if it introduces biases.
Does anyone have advice on whether this is an appropriate approach or if there are alternative strategies I should consider? Could I potentially combine the single-arm and two-arm trials in some way? And if so, what statistical methods or adjustments should I be aware of to correctly handle the different types of data?
Any insights or guidance would be highly appreciated.
Best regards.
Dr. Moiz Ahmed
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Thank you.
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for example: its a comparison study, and each time control group is same but test group is different.
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It is imperative to divide the participants in the control group by the number of rows entered for each test; otherwise, the participants in the control group would be included in the analysis multiple times. The unrealistic increase in sample size results in a false conclusion. Aimen Batool
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Hi,
I have a set of studies that looked at the association of sex w.r.t to multiple variables. The majority of the studies reported regression variables such as beta, b values, t-stats, and standard errors. Is it possible to run a meta-analysis using any of the above-mentioned variables? If so, which software would be more meaningful to perform a meta-analysis? I did a wee bit of research and found out that Metafor in R would be the better choice to perform these kinds of meta-analyses.
Any help would be highly appreciated!
Thanks!
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Hello Vital,
As sex is typically coded to be a dichotomous variable, you could use:
1. ordinary Pearson r;
2. Cohen's d (probably derived from r via the formula d ~ 2r / (1 - r^2));
3. for single IV regression models, the "beta" (standardized regression coefficient) = Pearson r;
Both r and d are common ES metrics in meta-analytic studies. If most of your sources are correlational in form, then I'd suggest sticking with r.
The problem with multiple regression models is, unless each model has exactly the same assortment and number of IVs, and the same DV, beta coefficients aren't meaningfully comparable for a given IV (for your aims, sex) across studies.
Good luck with your work.
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Hi,
I have a set of studies that looked at the association of sex w.r.t to multiple variables. The majority of the studies reported regression variables such as beta, b values, t-stats, and standard errors. Is it possible to run a meta-analysis using any of the above-mentioned variables? If so, which software would be more meaningful to perform a meta-analysis? I did a wee bit of research and found out that Metafor in R would be the better choice to perform these kinds of meta-analyses.
Any help would be highly appreciated!
Thanks!
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Hi,
you may meta-analyze the bivariate correlation coefficients that are depicted in most studies. If not, write an email to the author.
You may convert the relationship between an IV and the DV from the regression analysis in a semi-partial or partial correlation but the problem is that these don't follow a defined sampling distribution. The reason is that the context (i.e., the set of other predictors and covariates) affect the regression coefficient.
Recenty, a paper by Aloe proposed to solve this in a meta-regression where the sets of control variables can be represented as dummies in a meta-regression. I have not yet tested this idea but think that studies will differ to such a large degree (wrt the controls) that you'll end up with one dummy per study....Perhaps an extension could be to create a dummy for each used covariate and control for these......
Aloe, A. M. (2015). Inaccuracy of regression results in replacing bivariate correlations. Research Synthesis Methods, 6(1), 21-27.
Best,
Holger
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I want to conduct a trial sequential analysis for my meta-analysis, which evaluates the impact of exposure on survival (EFS and OS). The effect size (Hazard Ratio) is extracted directly from each study included in the meta-analysis.
TSA software allows the evaluation of dichotomous outcomes, but it requires the specification of the total number of patients and the number of events, while I already have the calculated HR values. Does the TSA Software allow working with HR?
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The term "TSA Software" is not specific enough to provide a definitive answer, as there are multiple software programs with similar abbreviations. However, assuming you are referring to the "Trial Sequential Analysis" (TSA) software, commonly used for meta-analyses in clinical research, I can provide some information.
TSA software, such as the TSA program developed by the Copenhagen Trial Unit, is primarily designed for conducting trial sequential analyses in meta-analyses. Trial sequential analysis is a statistical method that aims to determine the optimal sample size required to draw reliable conclusions from accumulated data in meta-analyses, while considering the risks of random errors and false-positive results.
Hazard ratios (HRs) are commonly used in survival analysis, particularly in studies involving time-to-event outcomes. While TSA software is primarily focused on calculating cumulative Z-curves and monitoring boundaries for meta-analyses, it may not specifically include tools for directly analyzing hazard ratios. TSA software typically deals with binary outcome data or event rates rather than survival data.
If you specifically need to work with hazard ratios, it would be more appropriate to use specialized survival analysis software, such as R packages like "survival" or "rms," or commercial software like SAS or SPSS. These software options provide dedicated functions and tools for performing survival analysis, including the estimation and interpretation of hazard ratios.
It's important to choose the appropriate software based on the specific analysis you require and the type of data you are working with to ensure accurate and reliable results.
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Let's talk about topic selection for meta analysis. How should a researcher approach for meta analysis?
Suppose there is a drug "X" which has shown to be effective for a disease, let's say for many years. Then is it a good idea to test effectiveness of some other drug "Y" over "X" through meta-analysis?
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There are plenty of introductory texts explaining the basics of meta-analysis and systematic reviews. I'd download a few and start reading.
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Four studies investigated Salmonella in chicken meat but one of them (Somda et al., 2016) assessed this pathogen in different chicken products (grilled chicken, fumed chicken, flamed chicken and chicken prepared around fire). We entered Somda et al 2026 as four entries (just treated as if it were different studies/articles) while conducting the meta-analysis. What is your opinion/advice on this approach? See snipped part of the forest plot for clarity (attached as file). Thank you for your expertise and time.
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The problem I see is that the "population" under study (meat) is different, and therefore I find it difficult to compare these analyses. In my opinion, and without being an expert in this specific area, the studies of chicken meat should go together and without mixing other meats. What happens for example if hypothetically the prevalence of Salmonella in other meats is much higher or lower? or if some other biological parameter changes?
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You are interested in pooling the effect of multiple observational studies that used ordinal measures as outcomes. What are your options?
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Authors have implemented Wilcoxon-Mann-Whitney generalised odds ratio methods originally in Stata (Cumming et al. 2015). The method could also be implemented with genodds R package (I guess).
Cumming TB, Churilov L, Sena ES. The Missing Medians: Exclusion of Ordinal Data from Meta-Analyses. PLoS One. 2015 Dec 23;10(12):e0145580. doi: 10.1371/journal.pone.0145580. PMID: 26697876; PMCID: PMC4689383.
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Models, for biochar estimatimation and prediction for Africa use by using mata analysis.
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Can you give more details and tell what you are trying to do or give any insights into the data which is available to you. ?
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I am performing a meta-analysis using the Comprehensive Meta-Analysis software. However, I am not sure how to enter DID estimates. Anyone here who knows which exact option it is in CMA's comprehensive list of ES's? Thanks!
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Did you figure it out? I came across the same issue. I tried to contact authors for my project and no response from the them....
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I am a final year medical student and have already participated in systematic reviews, case reports and other types of articles. I am interested in expanding my experience as a researcher
If anyone is preparing a study and wants to give me the opportunity to participate, just contact me.
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I am preparing a case study in dermatoimmunology
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Hey there, I‘m currently working on a surivival meta-analysis and I use SPSS for my statistics. The problem is that I have a lot of data regarding mean OS / PFS, but no belonging standard deviations… does anyone have an idea how to solve this problem? I mean I can‘t make a meta-analysis with only the „mean“ data… thank you already very much!
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Hello Jana von Holzen. I have some questions.
  1. What does "mean OS / PFS" mean?
  2. What is the effect size you wish to compute for each study?
Re question 2, it sounds like it might be a (possibly standardized) mean difference. But you mentioned "survival", which makes me wonder if it might not be a hazard rate ratio.
Thanks for clarifying.
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How can i extract data from Kaplan-Meier curves for meta-analysis?
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Do you have the hazard ratios - I assume you are looking at the results of a survival analysis? If you do then there is a useful guide ( ). Look also at https://training.cochrane.org/handbook/current/chapter-10#section-10-6
If you are looking to combine your results with studies that report odds ratios / relative risk, the answer is you probably can't because odds ratios and hazard rations cannot be used interchangeably - however it might be acceptable to do so under some limited circumstances - generally they are very similar in the very short run (so if outcomes are measured over say a couple of months) when the OR is close to 1. Fair to say that this is a bit dodgy but could be defensible in some circumstances. Take a look at this thread. https://www.researchgate.net/post/Can-hazard-ratios-and-odds-ratio-be-used-interchangeably-in-meta-analysis-If-not-how-can-I-convert-hazard-ratio-to-odds-ratio
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I am currently performing a meta-analysis, and I am using the The Restricted Maximum Likelihood ("REML") method to estimate tau2. However for one of my subgroups (33 studies) I have a tau2 of 0, but an I2 of 81%. I realise they are different measure of heterogeneity Tau2 (Distribution of true effect sizes about the mean​) and I2 (proportion of variance that is true (due to differences about effect size)), however I am struggling to understand how none of the heterogeneity can be accounted to true differences - what mathematically has gone on for this to be true. Hope this makes sense, thank you!
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Dear Dr Huang,
The situation you described, where you have a tau-squared (τ^2) estimate of 0 and an I-squared (I^2) value of 81% for a subgroup in your meta-analysis, might seem counterintuitive. It is important to understand the underlying concepts and calculations to interpret this result correctly.
Tau-squared (τ^2) represents the between-study variance in a random-effects meta-analysis model. It estimates the amount of true heterogeneity or variability between the effect sizes of the included studies. A tau-squared estimate of 0 suggests that there is no significant between-study variance beyond what would be expected by chance alone. In other words, it implies that the effect sizes of the studies in the subgroup are consistent and homogeneous.
On the other hand, I-squared (I^2) represents the proportion of total variation across studies that is due to heterogeneity rather than chance. An I-squared value of 81% indicates substantial heterogeneity among the effect sizes of the studies in the subgroup.
To reconcile this apparent discrepancy, it is important to note that tau-squared and I-squared are distinct measures of heterogeneity and capture different aspects of the data. Tau-squared focuses on the variability of true effect sizes, while I-squared quantifies the proportion of total variation that is attributable to heterogeneity.
In your case, a tau-squared estimate of 0 suggests that there are no significant true differences or variability between the effect sizes of the studies in the subgroup. However, the substantial I-squared value of 81% indicates that there is a considerable amount of total variation in the effect sizes that cannot be explained by chance alone. This suggests that other factors, such as study design, patient characteristics, or methodological differences, may be contributing to the observed heterogeneity.
It is also worth noting that tau-squared estimates can be influenced by the number of studies and the precision of the effect size estimates. When there are a limited number of studies or when the effect size estimates are imprecise, the tau-squared estimate may be less reliable. Therefore, it is important to consider the context, the quality of the included studies, and the limitations of the data when interpreting the results.
In summary, a tau-squared estimate of 0 and an I-squared value of 81% indicate that there is no significant true heterogeneity among the effect sizes, but there is a substantial amount of total variation that is not explained by chance alone. This suggests the presence of other sources of heterogeneity that should be further explored and considered in the interpretation of the meta-analysis results.
I hope this explanation aided you.
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Hello Everyone,
I'm looking for a statistician to collaborate under a meta-analysis manuscript. Interested to join our research team? Please let me know on priv: michal.karbownik@umed.lodz.pl
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Hello, I am a final year medical student and I have already participated in some systematic reviews, original works, case reports and other types of studies. I am interested in increasing my experience as a researcher. Please get in touch if you have an opportunity for me to do a systematic review or meta-analysis. Thanks!
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I am a fourth year medical student in Brazil. I am interested in conducting an SR with meta analysis, but I still have little experience in any field. So i would like to participate in a research to learn in practice to in the future, make my own.
I have a particular interest in neurological surgery, but I am open to any ideas.
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I am also very interested in conducting a systematic review, We can work with each other.
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Hi to the all ResearchGate community,
I would appreciate some advices for conducting a meta-analysis on RECs!
All suggestions are accepted and helpful for me!
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Hello, it would be my pleasure to help out.
This is my research CV.
I guess the data remains similar in meta-analysis no matter what field we are talking about so i would love to give it a try, provided you have data prepared.
Feel free to let me know if there is anything I can do for you.
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I am a 3rd medical student and I'm interested in working on a meta-analysis/ systematic review, however, I am a fledgling when it comes to this realm of research. I have published an LTE and I'm presently working on a cross-sectional study. If anyone would like some help with their meta-analysis/ systematic review, please reach out to me. I'm not particularly looking for authorship, I'd love to get some experience + direction.
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Hello, it would be my pleasure to help out.
This is my research CV.
Let me know if there is anything i can do for you.
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I am not able to construct the funnel plot. As well as should we use even values or event rate value?
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Hello. I've used revman metaanalysis software a long time ago. Also meta which is a dos based program - also a long time ago. See; Lau J. Meta-Test version 0.6. 1997, New England Medical Center, Boston. But I'm not an expert at funnel plots.
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SD can be calculated using range, if yes which formula
max range-min range/4
0r
max range-min range/6
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In the context of converting data for meta-analysis, it is important to consider the relationship between interquartile ranges and standard deviations (SDs). Interquartile ranges provide information about the spread of data, specifically representing where the central 50% of participants' outcomes lie. However, it is essential to note that estimating a SD from an interquartile range is not always possible, especially in situations where the outcome's distribution is skewed.
When sample sizes are large and the distribution of the outcome is similar to a normal distribution, the width of the interquartile range can be approximately equivalent to 1.35 SDs. This approximation holds when certain assumptions are met. However, it is crucial to exercise caution when relying solely on interquartile ranges, as their use instead of SDs often indicates a skewed distribution of the outcome.
To ensure accurate and precise results for your meta-analysis, I recommend utilizing a reliable statistical calculator that applies the appropriate formulas for converting data and calculating the standard deviation. This will help in obtaining robust estimates and conducting a thorough analysis of your data. Mean Variance Estimation (hkbu.edu.hk)
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I was recently trying to figure out R vs. Revman for meta-analysis. Revman as a beginner, looked easy and user-friendly. But on the contrary to that, I have been reading R gives you much more flexibility. If I had to use R, which package should I use for metanalysis?
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Hi, I recently published a meta-analysis and I used metagen function in R. I found it to be easier compared to other solutions.
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I am doing a meta-analysis and multiple studies report an unstandardized beta without an SD, but with a 95%CI. Now I've read that you can compute the SD using the following formulas:
SE = (upper CI - lower CI)/3.92
SD = SE / sqrt (1/n1 +1/n2)
Does anyone know if this is the correct methods? I feel like I am getting quite large SDs this way.
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As Davis said it is not fully clear what you are trying to accomplish. What should the SD be for? The SE is the coefficient's SD (given the sampling scheme used for your data). The SE relates to the uncertainty of the estimate, wheras the SD is the square-root of the variance of the DV. In a statistical model, this variance may depend on the values if the IVs, in which case you would need to specify for which IV values the SD of the IV should be obtained.
Your calculation applies to estimating the SD of the IV for a two-sample fixed-effects model under the assumption of homoscedasticity. The chosen denominator of 3.92 is from the standard normal distribution, further indicating that the model has no free parameter for the variance; otherwise this should be a larger value taken from the quantiles of an appropriate t- or F-distribution (unless that sample size is huge).
Another problem in your case is that the effective "n" is not so clear in a mixed model, because such models do partial pooling.
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We performed a meta analysis recently and SAS popped out an i=squared of exactly zero. I know this is theoretically possible but it doesn't make sense to me as the outcomes in the different studies in the analysis did not have the exact same means and variances. Can anyone shed light on this?
Thanking you all in advance for your thoughts.
Gary
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In your result section you will write that the I2 was minimum.
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