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Evaluating non-randomised intervention studies - NIHR Health ...

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Empirical estimates of bias associated with <strong>non</strong>-random allocationTABLE 19 Impact of observed increased variability with sample sizeIST – 14 regions IST – 10 UK cities ECST – 8 regionsObserved ratio of SDs for concurrent controls 2.5 1.8 1.01Increase in variance in log OR attributable to<strong>non</strong>-random allocation 0.607 0.570 0.014Total sample sizeMultipliers to confidence interval width to give correct coverage100 1.9 1.5 1.0200 2.5 1.8 1.0500 3.8 2.6 1.11000 5.2 3.5 1.22000 7.3 4.8 1.35000 12 7.5 1.710000 16 11 2.220000 23 15 2.950000 36 24 4.460<strong>studies</strong> may be an order of magnitude too narrowto describe correctly the true uncertainty in theirresults, but that there are differences in theadjustments that are needed in differentsituations. For example, the confidence intervalcalculated from a concurrently controlled study of1000 participants may be five times too narrow todescribe the true uncertainty for regional IST-typecomparisons, three times too narrow to describethe true uncertainty in UK city IST-typecomparisons, but only 20% too narrow forregional ECST-type comparisons. For sample sizesof 10,000 the confidence intervals are estimated tobe more than 10 times too narrow for the ISTsituations and half the width needed for theECST situation. Of course, in practice onewould not know to what extent the standardconfidence interval under-represented the trueuncertainty.Generalisability and limitations of thefindingsThe value of these findings and estimates dependson the generalisability of the results obtained fromthe IST and ECST and the degree to which theslightly artificial methodology and samples used inthese evaluations are representative of the realityof <strong>non</strong>-<strong>randomised</strong> <strong>studies</strong>.GeneralisabilityThe IST and ECST were chosen for thisinvestigation as (a) they were large trials, (b) theyhad an outcome which was not rare, (c) they weremulticentre trials and (d) the trialists were willingto provide reduced and a<strong>non</strong>ymised data setssuitable for our analyses. Other than the fact thatboth trials relate to stroke medicine, the trialsdiffer considerably. One is a trial ofpharmacological agents (aspirin and heparin)whereas the other is a trial of a surgical procedure(carotid endarterectomy). The treatment in one isacute, being given immediately after the patientshave suffered a severe stroke, whereas in the otherit is preventive, being given to high-risk patients.It is difficult to argue that these trials can beregarded as representative and therefore that theresults are generalisable. However, their resultsshould be regarded as being indicative of thebiases associated with the use of <strong>non</strong>-randomcontrols. Ideally these resampling study methodsshould be repeated in more trials. In the caseof this project, the time required to generatethe resampling <strong>studies</strong> and the difficulty inobtaining data sets from multicentre clinicaltrials prevented additional evaluations beingundertaken.It is important also to consider whether the timetrend observed in the ECST is likely to be typicalof those that may be observed in other areas ofhealthcare – especially as it is in agreement withthe trends observed by Sacks and colleagues intheir review across six clinical contexts. 27 Thetrend is one of patient outcomes improving overtime. It is consistent with a general pattern ofaverage outcomes improving with progress inmedical care, which may apply across all medicalspecialities. However, this argument assumes thatthe case-mix of patients being treated is stable,which may not be the case. In some circumstanceschanges in case-mix over time, for good reason,may lead to apparent increases in adverseoutcomes. For example, if medical informationleads to knowledge that the treatment is not suitedto patients at low risk, then a change to excludinglower risk patients from receiving that treatment

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