How to read a study: what a result can and cannot tell you

In short

About 9 minutes for the short version; 16 with every detail open.

  • Each kind of study answers its own question. Only fair trials in people show what works in people.
  • A fair trial compares groups chosen by chance, and nobody knows who got what.
  • A result in a few rats can easily be chance. It says little about people.
  • Ask how big the change was, not just whether it was 'significant'.
  • A '20% lower risk' can mean 15 fewer people in every 1,000. Ask for the real numbers.
Last reviewed
A coin spinning in the air above a hand with the thumb raised, against a green background.
A coin toss. In a small study, chance alone can make a treatment look as if it works. Photo: ICMA Photos, Coin Toss (Wikimedia Commons) CC BY-SA 2.0 Image details

Each section starts with the short answer. The rest is folded under “In detail”.

This page explains how to judge a study from first principles: what each kind of study can show, what makes a test fair, and how to read the numbers. It ends with a checklist for any abstract or headline.

Which kind of study answers which question

Are all studies equal?

No. Each kind of study can answer some questions and not others.
Each kind of study answers a different question. Only trials in people show what happens in people.
Kind of studyWhat it can showWhat it cannot show
Cells in a dish (in vitro)That a molecule can switch something on or off in a cellWhat happens in a whole body, or at amounts a body would reach
Animal studyEffects in a living animal, often with an injury made in the laboratoryThat the same happens in people (see the translation gap)
Case report or case seriesThat something happened to one or a few people, which can raise a questionThat the treatment caused it, or how often it happens
Observational studyA link between a treatment and an outcome in many people in daily lifeCause and effect: other differences between the groups can explain the link
Randomised controlled trialWhether the treatment itself causes a difference, in the kind of people studiedRare or long-term effects beyond the trial’s size and length
Systematic review and meta-analysisWhat all the studies on one question show togetherAnything better than the studies it includes

Sources 1, 2

Claims about peptides such as BPC-157, TB-500 and KPV rest mostly on the first two rows: cell and animal studies, and for some only a handful of them.3,4,5 That is a real start, but it is the bottom of the ladder. The higher rows exist because the lower ones often mislead, as the hormone example below shows.

In detail: Why trials and reviews sit higher , about 1 minute to read

In a randomised trial, chance decides who gets the treatment, so the groups tend to be alike, even in things nobody measured (the larger the trial, the more reliably). In an observational study, the groups may differ in health, income or habits, and those differences can create a link of their own (confounding). The GRADE approach therefore starts randomised trials as high-quality evidence and observational studies as low-quality, then adjusts each for how well it was done.2 Systematic reviews sit at the top of the classic pyramid, but they are better seen as a lens on the studies below them: a review of weak studies is still weak evidence.1

In detail: When many observational studies were wrong: hormone therapy and the heart , about 2 minutes to read

Fifteen of sixteen studies that watched women found less heart disease with oestrogen

15 of 16

of these studies found less heart disease in women who took oestrogen

What was counted 16 prospective studies in a 1991 overview of the epidemiological evidence (Stampfer and Colditz); relative risk 0.56 across all the study types in the overview Source Stampfer & Colditz (1991)6 Evidence Humans, limited

A big trial found more heart disease with the hormones, not less

1.29

risk of heart disease with oestrogen plus progestin compared with placebo. Above 1 means more risk.

Who took part Women's Health Initiative: 16,608 healthy women aged 50 to 79 after the menopause, with a womb, given oestrogen plus progestin or placebo, about 5 years Source Rossouw et al. (2002)7 Evidence Human trials

The 1991 overview judged the protective effect “unlikely to be explained by confounding factors”.6 The randomised trial then found more heart disease with oestrogen plus progestin (hazard ratio 1.29, nominal 95% confidence interval 1.02 to 1.63), and its investigators advised against the combination for preventing heart disease.7 The two bodies of evidence did not test exactly the same thing: most of the earlier studies were of oestrogen alone, and the trial tested oestrogen plus progestin. But the observational studies could not rule out that the women who chose hormones differed from those who did not. The trial could.

What makes a test fair

What makes a test fair?

A comparison group, chance deciding who gets what, nobody knowing who got what, and a plan published first.

Weak trials made treatments look better

41%

bigger effects (as odds ratios) when trials did not keep secret who would get what next

What was counted 250 controlled trials from 33 meta-analyses in pregnancy and childbirth (Schulz 1995) Source Schulz et al. (1995)8

Most trials changed a main outcome between plan and paper

62%

of trials had at least one main outcome changed, added or left out

What was counted 102 trials approved by two Danish ethics committees in 1994–1995, protocols compared with 122 papers (Chan 2004) Source Chan et al. (2004)9

Each protection closes one way of fooling ourselves. A control group shows what would have happened anyway. Chance (randomisation) tends to make the groups alike, even in things nobody measured. Blinding stops expectations from colouring what is reported. A plan published in advance stops anyone picking whichever outcome looks good afterwards.

In detail: The four protections in detail , about 2 minutes to read

A control group. Without one, natural recovery, or symptoms easing from their worst point (regression to the mean), can look like an effect. A placebo also captures the effect of expecting to get better.

Randomisation, kept hidden. Researchers who choose the groups may, without meaning to, give the treatment to those likely to do well. Randomisation prevents that only if the next assignment stays hidden (allocation concealment): in 250 trials, effects were exaggerated by 41% when it was inadequate and by 30% when it was unclear.8

Blinding. People who know what they got may report, or score, results more kindly. Trials that were not double-blind exaggerated effects by 17%.8

A plan published first. Since 2005 the journals of the International Committee of Medical Journal Editors have required trials to be registered in a public registry, at or before the start of enrolment, before they will consider them for publication.10 When 102 trials were compared with their protocols, 62% had changed, added or dropped a main outcome.9

Animal studies rarely report these protections. In most systematic reviews of animal research, fewer than half of the studies reported randomisation, and 0 to 3% a sample size worked out in advance.11 In 2,671 animal studies of drugs collected for systematic reviews, 25% reported randomisation and under 1% a sample size calculation.12

Why the number of subjects matters

Why does it matter how many were studied?

In a small study, chance alone can produce a big effect. Large studies are harder to fool.
From eight rats to a claim about people. Each step needs its own evidence.
StepThe question to askWhy it matters
1. ChanceCould a few unusual animals explain the difference?With 8 animals per group, they easily can
2. BiasWere the animals assigned by chance and scored blind?Without both, positive results become more likely
3. PublicationWould a study that found nothing have been published?Often not, so the published record leans positive
4. RepetitionHas another laboratory found the same?One lab’s methods can make the same mistake every time
5. SpeciesDoes the target work the same way in people?Receptors, immune systems and drug handling differ
6. ModelIs the injury made in the lab like the human condition?A fresh cut in a young rat is not an old sports injury
7. ProductIs the substance being used the one that was studied?A product from outside the legal supply chain may hold a different amount

Sources 13, 14, 15, 16, 11, 17

Imagine 8 treated rats heal faster than 8 untreated rats. Three things could explain it: the treatment, chance or bias. With so few animals, chance and bias are hard to rule out. Even if the effect is real, it is real in rats with an injury made in a laboratory. Each step from there to people needs its own evidence.

In detail: The arithmetic of small studies , about 2 minutes to read

A study’s statistical power is its chance of detecting an effect that really exists. Small studies miss real effects; and when they do find one, it is less likely to be real and tends to look too large, because only lucky results clear the bar for “significant”.13,18 Chance is big in small groups: toss a fair coin 8 times and you get 6 or more heads in about 1 of every 7 tries (37 of 256 possible sequences).

When mouse studies of ALS were repeated well, the effects vanished

0 of 8

drugs that had helped mice with ALS still helped when tested again in large, careful studies

What was counted 8 compounds from published mouse studies, retested by the ALS Therapy Development Institute in SOD1(G93A) mice with a study design based on its analysis of 5,429 mice (Scott 2008) Source Scott et al. (2008)19 Evidence Animals

At least 50 publications had described drugs that lengthened the lives of mice with ALS, a fatal nerve disease, yet besides riluzole none had worked in patients. Retested in properly sized studies, none of 8 gave a survival benefit, riluzole included.19 Check too what n counts: in one 2026 tendon study of BPC-157, each group’s 8 rats were split, so each test used 4 tendons per group.20

Measurements that stand in for outcomes

Does a better test result mean a healthier patient?

Not always. A measurement can improve while the patient does worse.

Drugs that calmed irregular heartbeats caused more deaths

43 vs 16

deaths from heart rhythm problems with the drugs and with placebo, in about 10 months

Who took part CAST: 1,498 people after a heart attack whose extra heartbeats the drugs could suppress, randomised to encainide or flecainide, or placebo Source Echt et al. (1991)21 Evidence Human trials

A surrogate endpoint is a stand-in: a blood value, a scan, a laboratory score. It is quicker to measure than what really matters, such as heart attacks or walking again. In the CAST trial the drugs did what the surrogate promised, fewer extra heartbeats, but more people died.21 Animal studies of peptides usually measure stand-ins, such as tendon breaking strength or a tissue score.20

In detail: Surrogates and outcomes that matter , about 1 minute to read

Extra heartbeats after a heart attack are linked with sudden death, which is why the CAST drugs were expected to help; the reason for the excess deaths remained unknown.21 A treatment can improve a surrogate without improving, or while worsening, the outcome it is meant to predict.22 A claim built on a surrogate is a prediction, not a result.

Stand-in that was measuredOutcome that matters
Tendon breaking strength in ratsReturn to sport, pain and function in people
A tissue score under the microscopeHealing you can feel and use
A hormone level in the bloodFeeling or functioning better, without harm
Weight or blood sugarFewer heart attacks, strokes or deaths

Outcome trials close this gap for some medicines: the SELECT trial of semaglutide counted heart attacks, strokes and heart deaths, not only weight (see the worked example below).23

How big, not just “significant”

What does 'statistically significant' mean?

Only that the result would be surprising if the treatment did nothing. It says nothing about size.
A p-value answers one narrow question. Most of the questions that matter, it does not answer.
QuestionDoes the p-value answer it?
Would this result be unusual if the treatment had no effect at all?Yes, if the study’s methods and assumptions hold. That is all it measures
How big is the effect?No. Look at the effect size and its confidence interval
Is the effect big enough to matter to a patient?No
How likely is it that the finding is true?No
Was the study fair?No. A biased study can produce a tiny p-value
Does “not significant” mean “no effect”?No. It can mean the study was too small to tell

Source 24

A tiny effect in a huge study can be “significant”. A large effect in a small study can miss the cut. So look for the effect size with its confidence interval, the range of values that fit the data. In SELECT, the hazard ratio was 0.80, with an interval from 0.72 to 0.90.23

In detail: Common misreadings, and how results get spun , about 1 minute to read

Choosing which analyses to show because of the p-values they produce can give small p-values even when the treatment does nothing.24 That is why the main outcome should be named in advance. And a trial whose main result is not significant may still be presented as positive: in 72 such trials, the conclusions of 42 abstracts (58%) contained spin.25

Relative and absolute risk: a worked example

What does '20% lower risk' really mean?

It depends on how common the problem was. Always ask: how many in 100, or in 1,000?

As a relative risk: about 20% fewer

20%

lower risk of a heart attack, stroke or heart death than with placebo (hazard ratio 0.80)

Who took part SELECT: 17,604 adults aged 45 or over with heart or blood-vessel disease and overweight or obesity, without diabetes, about 3 years Source Lincoff et al. (2023)23 Evidence Human trials

As counts: 15 fewer people in every 1,000

65 vs 80

In 1,000 people, 65 had one of these events with semaglutide and 80 with placebo

Who took part SELECT: 17,604 adults aged 45 or over with heart or blood-vessel disease and overweight or obesity, without diabetes, about 3 years Source Lincoff et al. (2023)23 Evidence Human trials

In SELECT, 8.0 in 100 people on placebo and 6.5 in 100 on semaglutide had a heart attack, a stroke or a heart death in about three years.23 As a relative risk, that is about 20% fewer. As an absolute difference, it is 1.5 in 100: 15 fewer people in every 1,000. Both are true. The relative number sounds bigger; the absolute one tells you how many people it changes things for.26

In detail: Working it through, step by step , about 2 minutes to read

SELECT followed its participants for a mean of 39.8 months. It was a double-blind, placebo-controlled trial paid for by the manufacturer.23 We use it because it is large and well reported, not to recommend anything.

  1. Without treatment: on placebo, 701 of 8,801 people had one of these events, about 80 in 1,000.
  2. With treatment: on semaglutide, 569 of 8,803 did, about 65 in 1,000.
  3. Absolute difference: 80 minus 65, about 15 in 1,000 (1.5 percentage points).
  4. Relative difference: 15 out of 80, close to the 20% reported. (The hazard ratio of 0.80 also accounts for when events happened.)
  5. Number needed to treat: 1,000 divided by 15, roughly 67 people treated for about three years for one to avoid an event. This is our arithmetic, and it applies only to people like those in the trial.
  6. A rarer problem: if 8 in 1,000 would have had the event, 20% fewer means about 1.6 fewer in 1,000.

Risk researchers recommend absolute risks and counts of people (natural frequencies). Their standard example: a 25% reduction in breast-cancer deaths from mammography screening means 1 fewer death in 1,000 women.26 The same goes for harms: “doubles the risk” of something affecting 1 in 10,000 means 1 extra case per 10,000.

Preprints, peer review and press releases

Is a published paper always checked and right?

Peer review helps, but reviewers miss many errors. Preprints and press releases are checked even less.
No kind of publication is free of errors. Press releases are the least checked. What each kind of publication can and cannot promise, from studies of preprints, peer review and press releases.
PreprintJournal articlePress release or news story
Read by outside experts first?No Posted before peer review27Yes Peer reviewed, but test reviewers found on average only about 3 of 9 planted major errors28No Written by press offices and journalists29
Full methods you can check?Yes Usually the whole paper27Yes Methods and results are publishedNo A short summary29
Can the main claim be overstated?Yes No outside check yetYes Spin in the conclusions of 58% of abstracts with a non-significant main result25Yes 36% of university press releases on animal or cell studies stretched the results to people29

A preprint is a paper posted before peer review. Peer review is a check by other scientists before a journal publishes. It catches some problems, not all. Press releases and news stories are summaries, and they are where much exaggeration starts. Read the abstract and, if you can, the methods.

In detail: What studies of preprints, peer review and press releases found , about 1 minute to read

Preprints. Among preprints posted between September 2019 and April 2020 and published in a journal by 30 April 2020, the conclusions of 7.2% of non-COVID-19 and 17.2% of COVID-19 abstracts changed, mostly not in substance; preprints never published were not studied.27

Peer review. 607 BMJ reviewers received test papers with nine planted major errors each. On the first paper they found on average 2.58 of the nine, and about 3 on the later ones.28

Press releases. Of 462 university health press releases, those about studies in animals, cells or computer models stretched the results to people 36% of the time; when they did, 86% of the news stories did too, against 10% otherwise.29 Spin in press releases about trials went with spin in the paper’s own abstract.30

A checklist for any abstract or headline

What should I ask before I trust a claim?

Ten questions. If an abstract cannot answer most of them, treat the claim as unproven.
  • In whom? Cells, animals or people? Which people: how old, how ill?
  • How many? What is n in each group, and how many were actually measured?
  • Compared with what? Was there a control group, chosen by chance?
  • Who knew? Were participants and the people measuring results blinded?
  • Planned or picked? Was the main outcome registered before the study began?
  • What was measured? An outcome that matters, or a stand-in such as a blood value?
  • How big? What was the effect size and its confidence interval, not just “significant”?
  • Out of how many? In absolute numbers: how many in 100 or in 1,000?
  • Repeated? Has an independent group found the same?
  • Who paid? Look for the funding and conflict-of-interest statements (see conflicts of interest).

Sources 2, 8, 9, 24, 26

Headlines often skip the first question. A story that says a peptide “heals tendons” may be about rats, and the exaggeration may have started in the press release.29

In detail: The checklist used on a real study , about 1 minute to read

A 2026 study of BPC-157 and Achilles tendons was the first test of this claim in living animals by a group outside Zagreb.20

  • In whom, how many? Rats with cut and surgically repaired tendons: 32 in four groups of 8, with 4 tendons per group in each test.
  • Compared with what, and who knew? Rats with the same injury and no treatment; the pathologist was blinded and specimens were coded.
  • What was measured, and how big? Breaking strength and tissue scores, both stand-ins. Strength and overall tissue scores were higher with BPC-157 but not statistically significantly; one collagen measure was significantly higher (Evidence level: Shown in animal studies).
  • Repeated, and who paid? It was itself the first independent test, in a related model; the authors declared no financial support.

So: a blinded, small, independent animal study, too small to rule a modest effect in or out, and not evidence of an effect in people. See the BPC-157 page.

Sources

Every claim on this page links to one of these sources. Scholarly sources link to their DOI; regulatory sources to the regulator's own page.

In detail: All 30 sources, numbered as in the text , about 6 minutes to read
  1. Murad MH, Asi N, Alsawas M, Alahdab F (2016). New evidence pyramid. Evidence-Based Medicine 21:125-127. Research article doi:10.1136/ebmed-2016-110401 (opens an external site) ↩
  2. Guyatt GH, Oxman AD, Vist GE, Kunz R, Falck-Ytter Y, Alonso-Coello P, Schünemann HJ, et al. (2008). GRADE: an emerging consensus on rating quality of evidence and strength of recommendations. BMJ 336:924-926. Research article doi:10.1136/bmj.39489.470347.AD (opens an external site) ↩
  3. U.S. Food and Drug Administration (2026). FDA Briefing Document for BPC-157-Related Bulk Drug Substances (BPC-157 (free base) and BPC-157 acetate), Pharmacy Compounding Advisory Committee meeting, 23–24 July 2026. Regulator fda.gov (opens an external site) — accessed 20 October 2026 ↩
  4. U.S. Food and Drug Administration (2026). FDA Briefing Document for TB-500-Related Bulk Drug Substances (TB-500 (free base) and TB-500 acetate), Pharmacy Compounding Advisory Committee meeting, 23–24 July 2026. Regulator fda.gov (opens an external site) — accessed 20 October 2026 ↩
  5. U.S. Food and Drug Administration (2026). FDA Briefing Document for KPV-Related Bulk Drug Substances (KPV (free base) and KPV acetate), Pharmacy Compounding Advisory Committee meeting, 23-24 July 2026. Regulator fda.gov (opens an external site) — accessed 20 October 2026 ↩
  6. Stampfer MJ, Colditz GA (1991). Estrogen replacement therapy and coronary heart disease: a quantitative assessment of the epidemiologic evidence. Preventive Medicine 20:47-63. Meta-analysis doi:10.1016/0091-7435(91)90006-p (opens an external site) ↩
  7. Rossouw JE, Anderson GL, Prentice RL, LaCroix AZ, Kooperberg C, Stefanick ML, et al. (2002). Risks and benefits of estrogen plus progestin in healthy postmenopausal women: principal results from the Women's Health Initiative randomized controlled trial. JAMA 288:321-333. Clinical trial doi:10.1001/jama.288.3.321 (opens an external site) ↩
  8. Schulz KF, Chalmers I, Hayes RJ, Altman DG (1995). Empirical evidence of bias. Dimensions of methodological quality associated with estimates of treatment effects in controlled trials. JAMA 273:408-412. Meta-analysis doi:10.1001/jama.273.5.408 (opens an external site) ↩
  9. Chan AW, Hróbjartsson A, Haahr MT, Gøtzsche PC, Altman DG (2004). Empirical evidence for selective reporting of outcomes in randomized trials: comparison of protocols to published articles. JAMA 291:2457-2465. Research article doi:10.1001/jama.291.20.2457 (opens an external site) ↩
  10. De Angelis C, Drazen JM, Frizelle FA, Haug C, Hoey J, Horton R, et al. (2004). Clinical trial registration: a statement from the International Committee of Medical Journal Editors. New England Journal of Medicine 351:1250-1251. Research article doi:10.1056/NEJMe048225 (opens an external site) ↩
  11. van der Worp HB, Howells DW, Sena ES, Porritt MJ, Rewell S, O'Collins V, Macleod MR (2010). Can animal models of disease reliably inform human studies?. PLoS Medicine 7:e1000245. Research article doi:10.1371/journal.pmed.1000245 (opens an external site) ↩
  12. Macleod MR, Lawson McLean A, Kyriakopoulou A, Serghiou S, et al. (2015). Risk of Bias in Reports of In Vivo Research: A Focus for Improvement. PLoS Biology 13:e1002273. Research article doi:10.1371/journal.pbio.1002273 (opens an external site) ↩
  13. Button KS, Ioannidis JPA, Mokrysz C, Nosek BA, Flint J, Robinson ESJ, Munafò MR (2013). Power failure: why small sample size undermines the reliability of neuroscience. Nature Reviews Neuroscience 14:365-376. Review doi:10.1038/nrn3475 (opens an external site) ↩
  14. Bebarta V, Luyten D, Heard K (2003). Emergency medicine animal research: does use of randomization and blinding affect the results?. Academic Emergency Medicine 10:684-687. Research article doi:10.1111/j.1553-2712.2003.tb00056.x (opens an external site) ↩
  15. Sena ES, van der Worp HB, Bath PM, Howells DW, Macleod MR (2010). Publication bias in reports of animal stroke studies leads to major overstatement of efficacy. PLoS Biology 8:e1000344. Research article doi:10.1371/journal.pbio.1000344 (opens an external site) ↩
  16. Errington TM, Mathur M, Soderberg CK, Denis A, Perfito N, Iorns E, Nosek BA (2021). Investigating the replicability of preclinical cancer biology. eLife 10:e71601. Research article doi:10.7554/eLife.71601 (opens an external site) ↩
  17. Ashraf AR, Mackey TK, Vida RG, Kulcsár G, Schmidt J, Balázs O, Domián BM, Li J, Csákó I, Fittler A (2024). Multifactor Quality and Safety Analysis of Semaglutide Products Sold by Online Sellers Without a Prescription: Market Surveillance, Content Analysis, and Product Purchase Evaluation Study. Journal of Medical Internet Research 26:e65440. Research article doi:10.2196/65440 (opens an external site) ↩
  18. Ioannidis JP (2005). Why most published research findings are false. PLoS Medicine 2:e124. Research article doi:10.1371/journal.pmed.0020124 (opens an external site) ↩
  19. Scott S, Kranz JE, Cole J, Lincecum JM, Thompson K, Kelly N, et al. (2008). Design, power, and interpretation of studies in the standard murine model of ALS. Amyotrophic Lateral Sclerosis 9:4-15. Research article doi:10.1080/17482960701856300 (opens an external site) ↩
  20. Biçer O, Adanir O, Güleryüz Y, Balci EC, Dinçel YM, et al. (2026). Effects of BPC-157 and TB-500 on Achilles tendon healing in rats: A histopathological and biomechanical study. Joint Diseases and Related Surgery 37:822-837. Research article doi:10.52312/jdrs.2026.2951 (opens an external site) ↩
  21. Echt DS, Liebson PR, Mitchell LB, Peters RW, Obias-Manno D, Barker AH, et al. (1991). Mortality and morbidity in patients receiving encainide, flecainide, or placebo. The Cardiac Arrhythmia Suppression Trial. New England Journal of Medicine 324:781-788. Clinical trial doi:10.1056/NEJM199103213241201 (opens an external site) ↩
  22. Fleming TR, DeMets DL (1996). Surrogate end points in clinical trials: are we being misled?. Annals of Internal Medicine 125:605-613. Review doi:10.7326/0003-4819-125-7-199610010-00011 (opens an external site) ↩
  23. Lincoff AM, Brown-Frandsen K, Colhoun HM, Deanfield J, Emerson SS, Esbjerg S, et al. (2023). Semaglutide and cardiovascular outcomes in obesity without diabetes. New England Journal of Medicine 389:2221-2232. Clinical trial doi:10.1056/NEJMoa2307563 (opens an external site) ↩
  24. Greenland S, Senn SJ, Rothman KJ, Carlin JB, Poole C, Goodman SN, Altman DG (2016). Statistical tests, P values, confidence intervals, and power: a guide to misinterpretations. European Journal of Epidemiology 31:337-350. Research article doi:10.1007/s10654-016-0149-3 (opens an external site) ↩
  25. Boutron I, Dutton S, Ravaud P, Altman DG (2010). Reporting and interpretation of randomized controlled trials with statistically nonsignificant results for primary outcomes. JAMA 303:2058-2064. Research article doi:10.1001/jama.2010.651 (opens an external site) ↩
  26. Gigerenzer G, Gaissmaier W, Kurz-Milcke E, Schwartz LM, Woloshin S (2007). Helping doctors and patients make sense of health statistics. Psychological Science in the Public Interest 8:53-96. Review doi:10.1111/j.1539-6053.2008.00033.x (opens an external site) ↩
  27. Brierley L, Nanni F, Polka JK, Dey G, Pálfy M, Fraser N, Coates JA (2022). Tracking changes between preprint posting and journal publication during a pandemic. PLoS Biology 20:e3001285. Research article doi:10.1371/journal.pbio.3001285 (opens an external site) ↩
  28. Schroter S, Black N, Evans S, Godlee F, Osorio L, Smith R (2008). What errors do peer reviewers detect, and does training improve their ability to detect them?. Journal of the Royal Society of Medicine 101:507-514. Clinical trial doi:10.1258/jrsm.2008.080062 (opens an external site) ↩
  29. Sumner P, Vivian-Griffiths S, Boivin J, Williams A, Venetis CA, Davies A, et al. (2014). The association between exaggeration in health related science news and academic press releases: retrospective observational study. BMJ 349:g7015. Research article doi:10.1136/bmj.g7015 (opens an external site) ↩
  30. Yavchitz A, Boutron I, Bafeta A, Marroun I, Charles P, Mantz J, Ravaud P (2012). Misrepresentation of randomized controlled trials in press releases and news coverage: a cohort study. PLoS Medicine 9:e1001308. Research article doi:10.1371/journal.pmed.1001308 (opens an external site) ↩