Heterozygosity probabilities for normal relatives of isolated cases affected by incompletely penetrant conditions and the calculation of recurrence risks for their offspring. I. Autosomal dominant genes.Am J Med Genet. 2000 Nov 06; 95(1):43-8.AJ
Abstract
Heterozygosity probabilities P(het) for relatives of isolated cases produced by incompletely penetrant autosomal dominant genes and recurrence risks for their offspring, R = P(het).K/2, where K is the penetrance value, have been calculated in the literature for some simple particular situations. Bayes theorem and elements from the theory of finite difference equations enabled us to derive the heterozygosity probability for any individual belonging to a pedigree containing an isolated case affected with an incompletely penetrant autosomal dominant disorder. The generalized formula here derived is valid for most particular cases thus far studied in the literature.
Links
MeSH
Pub Type(s)
Journal Article
Research Support, Non-U.S. Gov't
Language
eng
PubMed ID
11074493
Citation
Otto, P A., and S R. Maestrelli. "Heterozygosity Probabilities for Normal Relatives of Isolated Cases Affected By Incompletely Penetrant Conditions and the Calculation of Recurrence Risks for Their Offspring. I. Autosomal Dominant Genes." American Journal of Medical Genetics, vol. 95, no. 1, 2000, pp. 43-8.
Otto PA, Maestrelli SR. Heterozygosity probabilities for normal relatives of isolated cases affected by incompletely penetrant conditions and the calculation of recurrence risks for their offspring. I. Autosomal dominant genes. Am J Med Genet. 2000;95(1):43-8.
Otto, P. A., & Maestrelli, S. R. (2000). Heterozygosity probabilities for normal relatives of isolated cases affected by incompletely penetrant conditions and the calculation of recurrence risks for their offspring. I. Autosomal dominant genes. American Journal of Medical Genetics, 95(1), 43-8.
Otto PA, Maestrelli SR. Heterozygosity Probabilities for Normal Relatives of Isolated Cases Affected By Incompletely Penetrant Conditions and the Calculation of Recurrence Risks for Their Offspring. I. Autosomal Dominant Genes. Am J Med Genet. 2000 Nov 6;95(1):43-8. PubMed PMID: 11074493.
* Article titles in AMA citation format should be in sentence-case
TY - JOUR
T1 - Heterozygosity probabilities for normal relatives of isolated cases affected by incompletely penetrant conditions and the calculation of recurrence risks for their offspring. I. Autosomal dominant genes.
AU - Otto,P A,
AU - Maestrelli,S R,
PY - 2000/11/14/pubmed
PY - 2001/2/28/medline
PY - 2000/11/14/entrez
SP - 43
EP - 8
JF - American journal of medical genetics
JO - Am J Med Genet
VL - 95
IS - 1
N2 - Heterozygosity probabilities P(het) for relatives of isolated cases produced by incompletely penetrant autosomal dominant genes and recurrence risks for their offspring, R = P(het).K/2, where K is the penetrance value, have been calculated in the literature for some simple particular situations. Bayes theorem and elements from the theory of finite difference equations enabled us to derive the heterozygosity probability for any individual belonging to a pedigree containing an isolated case affected with an incompletely penetrant autosomal dominant disorder. The generalized formula here derived is valid for most particular cases thus far studied in the literature.
SN - 0148-7299
UR - https://www.unboundmedicine.com/medline/citation/11074493/Heterozygosity_probabilities_for_normal_relatives_of_isolated_cases_affected_by_incompletely_penetrant_conditions_and_the_calculation_of_recurrence_risks_for_their_offspring__I__Autosomal_dominant_genes_
L2 - https://onlinelibrary.wiley.com/resolve/openurl?genre=article&sid=nlm:pubmed&issn=0148-7299&date=2000&volume=95&issue=1&spage=43
DB - PRIME
DP - Unbound Medicine
ER -