Home LiteratureArticle Details
PMID: 2301392 Published · ppublish English Journal Article Research Support, U.S. Gov't, P.H.S.

Linkage strategies for genetically complex traits. I. Multilocus models.

American journal of human genetics ·Vol. 46 ·No. 2 ·1990-02-00 ·Pages 222-8

Risch N

Abstract

In order to investigate linkage detection strategies for genetically complex traits, multilocus models of inheritance need to be specified. Here, two types of multilocus model are described: (1) a multiplicative model, representing epistasis (interaction) among loci, and (2) an additive model, which is shown to closely approximate genetic heterogeneity, which is characterized by no interlocus interaction. A ratio lambda R of risk for type R relatives that is compared with population prevalence is defined. For a single-locus model, lambda R - 1 decreases by a factor of two with each degree of relationship. The same holds true for an additive multilocus model. For a multiplicative (epistasis) model, lambda R - 1 decreases more rapidly than by a factor of two with degree of relationship. Examination of lambda R values for various classes of relatives can potentially suggest the presence of multiple loci and epistasis. For example, data for schizophrenia suggest multiple loci in interaction. It is shown in the second paper of this series that lambda R is the critical parameter in determining power to detect linkage by using affected relative pairs.

MeSH Terms
Genetic Linkage Genetics, Medical Humans Mathematics Models, Genetic Models, Statistical Schizophrenia/genetics
Authors & Affiliations
1 authors, click to expand affiliations / ORCID
Risch N
Department of Epidemiology and Public Health, Yale University School of Medicine, New Haven, CT 06510.
References (9)
9 references, click to expand
  1. The generalized sib pair IBD distribution: its use in the detection of linkage.
    Ann Hum Genet. 1978 Jul;42(1):87-94 PMID: 686687
  2. The affected-pedigree-member method of linkage analysis.
    Am J Hum Genet. 1988 Feb;42(2):315-26 PMID: 3422543
  3. Frequency in relatives for an all-or-none trait.
    Ann Hum Genet. 1971 Jul;35(1):47-9 PMID: 5106369
  4. The transmission of schizophrenia under a multifactorial threshold model.
    Am J Hum Genet. 1983 Nov;35(6):1161-78 PMID: 6650500
  5. Determining the mode of inheritance of RFLP-associated diseases using the affected sib-pair method.
    Am J Hum Genet. 1986 Aug;39(2):207-21 PMID: 3019132
  6. Some epistatic two-locus models of disease. I. Relative risks and identity-by-descent distributions in affected sib pairs.
    Am J Hum Genet. 1981 May;33(3):381-95 PMID: 6941695
  7. Heritability of Threshold Characters.
    Genetics. 1950 Mar;35(2):212-36 PMID: 17247344
  8. Disease susceptibility genes--their identification by multiple case family studies.
    Tissue Antigens. 1976 AUG;8(2):109-19 PMID: 968896
  9. Estimating morbidity risks in relatives: the effect of reduced fertility.
    Behav Genet. 1983 Sep;13(5):441-51 PMID: 6667223
Article Info
Journal
American journal of human genetics
Abbr.
Am J Hum Genet
ISSN
0002-9297
Published
1990-02-00
Pages
222-8
Language
English
Region
United States
NLM ID
0370475
PMCID
PMC1684987
Subset
IM
Grants
NIGMS NIH HHS · GM39812 · United States
Corrections
CommentIn
CommentIn
Analysis Services
Analysis Services

Contact

No. 2 Wenbo Road, Zhangqiu District, Jinan, Shandong

Qilu Normal University · Genelibs Bioinformatics Lab

750 Shunhua Rd, Jinan

2F, Bldg F, University Science Park

Tel: 0531-88819269

WeChat Official Account

Follow our WeChat subscription account for real-time updates and the latest in medical and biological research.


Business Email

E-mail: product@genelibs.com