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A risk prediction algorithm based on family history and common genetic variants: application to prostate cancer with potential clinical impact

✍ Scribed by Robert J. MacInnis; Antonis C. Antoniou; Rosalind A. Eeles; Gianluca Severi; Ali Amin Al Olama; Lesley McGuffog; Zsofia Kote-Jarai; Michelle Guy; Lynne T. O'Brien; Amanda L. Hall; Rosemary A. Wilkinson; Emma Sawyer; Audrey T. Ardern-Jones; David P. Dearnaley; Alan Horwich; Vincent S. Khoo; Christopher C. Parker; Robert A. Huddart; Nicholas Van As; Margaret R. McCredie; Dallas R. English; Graham G. Giles; John L. Hopper; Douglas F. Easton


Publisher
John Wiley and Sons
Year
2011
Tongue
English
Weight
226 KB
Volume
35
Category
Article
ISSN
0741-0395

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✦ Synopsis


Genome wide association studies have identified several single nucleotide polymorphisms (SNPs) that are independently associated with small increments in risk of prostate cancer, opening up the possibility for using such variants in risk prediction. Using segregation analysis of population-based samples of 4,390 families of prostate cancer patients from the UK and Australia, and assuming all familial aggregation has genetic causes, we previously found that the best model for the genetic susceptibility to prostate cancer was a mixed model of inheritance that included both a recessive major gene component and a polygenic component (P) that represents the effect of a large number of genetic variants each of small effect, where P $ Nð0; s 2 P Þ. Based on published studies of 26 SNPs that are currently known to be associated with prostate cancer, we have extended our model to incorporate these SNPs by decomposing the polygenic component into two parts: a polygenic component due to the known susceptibility SNPs, P K $ Nð0; s 2 K Þ, and the residual polygenic component due to the postulated but as yet unknown genetic variants, P U $ Nð0; s 2 U Þ. The resulting algorithm can be used for predicting the probability of developing prostate cancer in the future based on both SNP profiles and explicit family history information. This approach can be applied to other diseases for which population-based family data and established risk variants exist.