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MARKER beta

Association efficiency

This is something we dreamed up (see refs below) to explore how good a marker would be at detecting a disease association caused by a different marker. This metric imagines that one marker of a pair acts to increase disease susceptibility with a relative risk (RR) of 10, and calculates the RR that we'd expect to find if we typed the second marker.

For a pair of markers A and B:

RR10M1 denotes the RR we expect to find for marker B if marker A has RR=10. It is given by

{fB x ([10 x fab] + fAb)} / {fb x ([10 x faB] + fAB)}

RR10M2 denotes the RR we expect to find for marker A if marker B has RR=10. It is given by

{fA x ([10 x fab] + faB)} / {fa x ([10 x fAb] + fAB)}

References

  • Ackerman et al (2003) Haplotypic analysis of the TNF locus by association efficiency and entropy
  • Burgner et al (2003) Nucleotide and haplotypic diversity of the NOS2A promoter region and its relationship to cerebral malaria