This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. (November 2019) |
The Elston–Stewart algorithm is an algorithm for computing the likelihood of observed data on a pedigree assuming a general model under which specific genetic segregation, linkage and association models can be tested. It is due to Robert Elston and John Stewart. It can handle relatively large pedigrees providing they are (almost) outbred. When used for linkage analysis its computation time is exponential in the number of markers, in contrast to the Lander-Green algorithm, which has computational time exponential in the number of pedigree members.
References
edit- Elston, R. C., Stewart, J. (1971) "A general model for the genetic analysis of pedigree data". Hum Hered., 21, 523–542
- Elston R.C., George V.T., Severtson F. (1992) "The Elston-Stewart algorithm for continuous genotypes and environmental factors", Hum Hered., 42(1), 16–27.
- Stewart J. (1992) "Genetics and Biology: A Comment on the Significance of the Elston-Stewart Algorithm", Hum Hered., 42, 9–15 doi:10.1159/000154042
- Elston, R.C. (2020) "An accidental genetic epidemiologist", Annu Rev Genom Hum Genet., in press.
 | This genetics article is a stub. You can help Wikipedia by expanding it. |
 | This statistics-related article is a stub. You can help Wikipedia by expanding it. |