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outdoor lighting and crime, part 1 - Astronomical Society of Victoria

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<strong>crime</strong> rate at another time. To investigate this possibility, long time series <strong>of</strong><br />

<strong>crime</strong>s before <strong>and</strong> after the intervention in experimental <strong>and</strong> control areas are<br />

needed.”<br />

Only the Bristol study <strong>of</strong> the British set includes time-series observations. Crime values<br />

were given for nine successive six-month periods but the treatment was staged over 28<br />

months. This study does not meet the usual criteria for a time-series analysis <strong>of</strong> treatment<br />

effects, eg at least five before time periods.<br />

Farrington <strong>and</strong> Welsh did not mention the regression to the mean problem in relation to<br />

the US studies. But the likelihood again is that re<strong>lighting</strong> <strong>of</strong> <strong>part</strong>icular areas was done to try<br />

to control an existing high <strong>crime</strong> rate, not because the opportunity was available for wellmatched<br />

experimental <strong>and</strong> control areas for scientific purposes. Unless there is evidence to<br />

show that this confounding effect did not apply or was insignificant, the US results remain<br />

suspect.<br />

If the eight US studies are accepted in the absence <strong>of</strong> further information, Farrington <strong>and</strong><br />

Welsh’s finding <strong>of</strong> an overall odds ratio <strong>of</strong> 1.08 for them becomes the result <strong>of</strong> the metaanalysis.<br />

But the problems do not end there.<br />

Farrington <strong>and</strong> Welsh cited a reference that the reader has to consult to try to reproduce<br />

the weighting factors used to combine the various estimates <strong>of</strong> the odds ratio. One should<br />

not have to ‘second guess’ the authors in this way. Explicit details <strong>of</strong> the weighting factors<br />

or other essential features <strong>of</strong> the process should have been given so that readers could readily<br />

check the calculations for themselves, <strong>and</strong> examine the effect <strong>of</strong> removing one or more <strong>of</strong><br />

the studies from the pool used to find the best estimate <strong>of</strong> the odds ratio. 20<br />

5.5.1 Conflicts <strong>of</strong> interest issues<br />

The Cochrane H<strong>and</strong>book (Clarke <strong>and</strong> Oxman 2002 [22]) sets out necessary requirements<br />

for acceptable scientific quality <strong>of</strong> healthcare review articles. It was used as a model for<br />

the Campbell Collaboration (2002) [17] guidelines. In the case <strong>of</strong> conflict <strong>of</strong> interest issues,<br />

the two are virtually identical: reviewers should report any conflict <strong>of</strong> interest capable<br />

<strong>of</strong> influencing their judgements, including personal, political, academic <strong>and</strong> other possible<br />

conflicts, as well as financial conflicts. It is hardly surprising that the rules for good science<br />

are consistent across disciplines. Within the healthcare discipline, information about<br />

sources <strong>of</strong> funding is considered a desirable inclusion in trials reports also (Moher, Schultz<br />

<strong>and</strong> Altman 2001 [69]).<br />

The Dudley <strong>and</strong> Stoke-on-Trent papers both acknowledge the managing director <strong>of</strong> a<br />

<strong>lighting</strong> company for funding the research. Ins<strong>of</strong>ar as the funding provided the means to<br />

do the research <strong>and</strong> thereby benefitted both authors, <strong>and</strong> that one <strong>of</strong> the authors was also an<br />

author <strong>of</strong> the review, it would seem that these two potential sources <strong>of</strong> bias should have been<br />

mentioned explicitly in the review, but they were not. Farrington <strong>and</strong> Petrosino (2001) [33]<br />

suggested a solution to the problem <strong>of</strong> a review author also being an author <strong>of</strong> one or more<br />

<strong>of</strong> the included papers; this is for the review to have an additional author, one who had not<br />

previously worked on the topic. This is understood to be the case for the review <strong>and</strong> metaanalysis<br />

in question, but halving potential bias does not eliminate it. Under the Collaboration<br />

20 A pair <strong>of</strong> possible weightings for the UK odds ratio <strong>and</strong> the US odds ratio can be found from the combined<br />

odds ratio as the roots <strong>of</strong> a quadratic equation.<br />

42

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