Results from the study by Sherrington et a]. [1988] indicate that the maximum lod score (3.2) from a linkage analysis between narrowly defined clinical diagnostic criteria for schizophrenia and polymorphic markers on chromosome 5 is lower than that (6.5) from an analogous analysis between broadly de
Genetic linkage and complex diseases: A comment
โ Scribed by Newton E. Morton
- Book ID
- 102225574
- Publisher
- John Wiley and Sons
- Year
- 1990
- Tongue
- English
- Weight
- 140 KB
- Volume
- 7
- Category
- Article
- ISSN
- 0741-0395
No coin nor oath required. For personal study only.
โฆ Synopsis
A linkage test in complex disease is well motivated under either of two conditions: if a prior segregation analysis has given evidence for a major gene, or if there is a candidate locus that may influence liability. Although methods have been developed for pairs of affected relatives without specifying the parameters of segregation analysis, they extract only a small part of the linkage information (especially for markers that are not highly polymorphic) and give no valid estimate of map distance. Therefore most linkage analysis of complex disease is (and should be) based on prior segregation analysis, whose possible errors must be considered.
A major gene has a megaphenic effect (i.e., the displacement on the liability scale is large relative to the phenotypic standard deviation; therefore penetrance is high), but the frequency is often so low that the variance on the liability scale may be small. Microphenic effects are not resolvable by segregation analysis, but may be detected through linkage or association with a candidate locus. In segregation analysis a major gene may be simulated by inadequate allowance for ascertainment bias, by neglect of either parameter of multifactorial inheritance in children and sibs, by inappropriate definition of a liability indicator, by underestimation of affection risk in liability classes, by failure of the normality assumption for a quantitative trait, or by incorrect modeling of the relation between affection and a quantitative trait. Besides the above, misrepresentation of the genotype-phenotype relation or failure to include mutation may distort genetic parameters. In rejecting the null hypothesis there is always a logical disjunction: either a type I error, or incorrect specification of the multifactorial model, or a major gene. Tests of goodness of fit among sampling frames and even tests on transmission probabilities can detect some errors, but their power is never so high that they can be
๐ SIMILAR VOLUMES
For diseases with a complex mode of inheritance, such as schizophrenia, traditional linkage analysis assuming Mendelian inheritance of a single gene may be expected to have relatively low power, but to occasionally detect (in fortuitous pedigree samples) either a rare gene which by itself causes the
I should like to make four points in connection with Neil Risch's [ 19901 provocative and thoughtful review.
Dr. Risch [ 19901 is to be commended for his authoritative investigation and review of the many potential problems associated with linkage analysis of complex diseases. Such a comprehensive report has long been due. Here, I would like to expand on a technique briefly referred to towards the end of t
Thefirst thing to do in the study of human heredity is tofind characters which vary sharply so as to divide mankind definitely into classes. . . . Now i f we had about fifty such characters . . . we could use them . . .for the study of such characters as musical ability, obesity and bad temper. When