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Screening for Fragile X Syndrome (Murray et al.) - NIHR Journals ...

Screening for Fragile X Syndrome (Murray et al.) - NIHR Journals ...

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Modelling <strong>al</strong>lele dynamicsTABLE 12 Risk of expansion from PM to FM in affected families: results from four studiesStudy Mothers with PM Offspring with her mutation Excluding probandsNo. Repeat size No. No. with FM (%) No. No. with FM (%)USA,Texas 32 50–113 63 44 (70) – –Fu <strong>et</strong> <strong>al</strong>, 1991France 102 55–205 175 145 (83) 131 101 (77)Heitz <strong>et</strong> <strong>al</strong>, 1992Finland 66 60–130+ 122 92 (75) 79 49 (62)Väisänen <strong>et</strong> <strong>al</strong>, 1994USA, NY 110 50–130+ – – 184 119 (65)Fisch <strong>et</strong> <strong>al</strong>, 1995All 310 50–205 360 281 (78) 447 269 (60)40Risk of expansion accordingto PM sizeThe risk of expansion to the FM is correlated withthe size of the PM <strong>al</strong>lele of the carrier mother. Thelarger the repeat size of PM, the greater the riskof expansion to an FM. There <strong>al</strong>so appears to bea threshold PM size at which expansion to FM<strong>al</strong>ways occurs. This is shown in Table 13, basedTABLE 13 Risk of expansion to FM according to PM size inaffected families: results from four studiesPM sizein motherStudyUSA, France Finland USA,Texas Heitz Väisänen NewFu <strong>et</strong> <strong>al</strong>, <strong>et</strong> <strong>al</strong>, <strong>et</strong> <strong>al</strong>, York1991 1992 1994 Fisch<strong>et</strong> <strong>al</strong>,1995}50–550%20%55–6010%60–70 } 17% } } 46% } 17%70–80} 48% } 39%77% 56%80–90}} 92% } 76%90–100}}} 89%100–10590% } 91%100%}105–110100%110–115115–120 100% 100%120–130> 130}}}}on the four studies of expansion risks in affectedfamilies shown in Table 12.The studies report risks <strong>for</strong> groups of mothersand, since the groupings do not coincide b<strong>et</strong>weenthe studies, it is difficult to combine the data.However, we have per<strong>for</strong>med a m<strong>et</strong>a-an<strong>al</strong>ysis andlogistic regression an<strong>al</strong>ysis of risk on size usingthe combined results, assuming that the risk <strong>for</strong>the group applies at its mid-point. In addition, wewere able to compare the effect of ascertainmentbias by an<strong>al</strong>ysing data according to wh<strong>et</strong>her theproband was included or excluded. The v<strong>al</strong>uespredicted from the regression equations are shownin Table 14 and appear to be close to the observedrisks. The equations are given in a footnote to th<strong>et</strong>able. The effect of excluding the proband fromthe an<strong>al</strong>ysis can be seen in Figure 7.Risk of expansion in thegener<strong>al</strong> populationThe risk of expansion from PM to FM is likely tobe lower in the gener<strong>al</strong> population compared withthat observed in families with fragile X syndrome.There are two reasons <strong>for</strong> expecting this. First, inaffected families the distribution of PMs must, ofnecessity, be shifted towards greater repeat sizes:which is why the proband presented. Second, <strong>for</strong>a given size it is possible that in affected familiesthe risk of expansion from PM to FM is greaterthan in others due to some unknown factor. It isbelieved that, in the gener<strong>al</strong> population, silent PMsmay take sever<strong>al</strong> generations to expand to the FM(Richards <strong>et</strong> <strong>al</strong>, 1992; Chakravarti, 1992; Morton &Macpherson, 1992; Oud<strong>et</strong> <strong>et</strong> <strong>al</strong>, 1993a), and a PMthat took three generations to expand has actu<strong>al</strong>lybeen observed (Brown <strong>et</strong> <strong>al</strong>, 1993). There are nopublished studies reporting the expansion risk in

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