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在上位性模型下预测复发风险。

Predicting recurrence risks under epistatic models.

作者信息

Beaty T H, Maestri N E, Meyers D A, Murphy E A

机构信息

Department of Epidemiology, School of Hygiene and Public Health, Johns Hopkins University, Baltimore, MD 21205.

出版信息

Am J Med Genet. 1987 Nov;28(3):631-45. doi: 10.1002/ajmg.1320280311.

DOI:10.1002/ajmg.1320280311
PMID:3425632
Abstract

We present the expected recurrence risks to a sib of an affected proband under 4 simple 2-locus epistatic models for various allele frequencies at both the disease locus and the epistatic locus. Four obvious epistatic models are considered: an autosomal recessive disease with both 1) dominant and 2) recessive masking by the epistatic locus, and an autosomal dominant disease again with both 3) dominant and 4) recessive masking. Expected recurrence risks to a sib of an affected proband and to a sib of an affected proband with another normal sib are presented in the absence of information on parental status. Similar risks are presented for the case where both parents are known to be phenotypically normal. These recurrence risks were calculated using a convenient matrix notation which allows sequential calculation of genotypic probabilities. In general, 2-locus epistatic models can give surprisingly low recurrence risks, and often these risks, especially for models of recessive diseases, fall into the range associated with a more general multifactorial model for liability.

摘要

我们给出了在4种简单的双基因座上位模型下,疾病基因座和上位基因座处不同等位基因频率时,受累先证者的同胞的预期复发风险。考虑了4种明显的上位模型:一种常染色体隐性疾病,上位基因座存在1)显性和2)隐性掩盖;以及一种常染色体显性疾病,同样存在3)显性和4)隐性掩盖。在没有父母状态信息的情况下,给出了受累先证者的同胞以及有另一个正常同胞的受累先证者的同胞的预期复发风险。对于已知父母表型均正常的情况,也给出了类似风险。这些复发风险是使用一种方便的矩阵表示法计算的,该方法允许顺序计算基因型概率。一般来说,双基因座上位模型可能会给出低得出奇的复发风险,而且这些风险,尤其是对于隐性疾病模型,往往落入与更一般的易感性多因素模型相关的范围内。

相似文献

1
Predicting recurrence risks under epistatic models.在上位性模型下预测复发风险。
Am J Med Genet. 1987 Nov;28(3):631-45. doi: 10.1002/ajmg.1320280311.
2
Predictions of a 2-locus model for disease heterogeneity: application to adrenoleukodystrophy.疾病异质性的双基因座模型预测:应用于肾上腺脑白质营养不良
Am J Med Genet. 1992 Nov 15;44(5):576-82. doi: 10.1002/ajmg.1320440509.
3
Two-locus models of disease.疾病的双基因座模型
Genet Epidemiol. 1992;9(5):347-65. doi: 10.1002/gepi.1370090506.
4
Recurrence risks for autosomal, epistatic two-locus systems: the effects of linkage disequilibrium.常染色体上位性双基因座系统的复发风险:连锁不平衡的影响。
Am J Med Genet. 1981;9(3):219-29. doi: 10.1002/ajmg.1320090308.
5
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.不完全显性疾病孤立病例的正常亲属的杂合概率及其后代复发风险的计算。I. 常染色体显性基因。
Am J Med Genet. 2000 Nov 6;95(1):43-8.
6
[Empirical, free of genetic model, estimation of recurrence risks in multifactorial diseases: conditional probability approach].[多因素疾病复发风险的经验性、无遗传模型估计:条件概率方法]
Genetika. 1991 Jul;27(7):1254-63.
7
On the measurement of susceptibility to genetic factors.关于遗传因素易感性的测量。
Genet Epidemiol. 1989;6(6):699-711. doi: 10.1002/gepi.1370060607.
8
Determining trait locus position from multipoint analysis: accuracy and power of three different statistics.通过多点分析确定性状位点位置:三种不同统计方法的准确性和效能
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Correcting for ascertainment bias of relative-risk estimates obtained using affected-sib-pair linkage data.校正使用患病同胞对连锁数据获得的相对风险估计值的确定偏倚。
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10
Exact elods and exact power for affected sib pairs analyzed for linkage under simple right and wrong models.在简单的正确和错误模型下,对受影响的同胞对进行连锁分析时的精确似然比和精确功效。
Am J Med Genet. 1998 Feb 7;81(1):66-72.

引用本文的文献

1
The relationship between the sibling recurrence-risk ratio and genotype relative risk.同胞复发风险率与基因型相对风险之间的关系。
Am J Hum Genet. 2000 Feb;66(2):593-604. doi: 10.1086/302778.
2
Strategies and sample-size considerations for mapping a two-locus autosomal recessive disorder.定位双基因座常染色体隐性疾病的策略及样本量考量
Am J Hum Genet. 1989 Sep;45(3):412-23.