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1
Application of the major gene index and offspring-between-parents function to dermatoglyphic fingertip variables.主要基因指数和亲子间函数在肤纹指尖变量中的应用。
Am J Hum Genet. 1981 May;33(3):432-42.
2
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引用本文的文献

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本文引用的文献

1
structured exploratory data analysis (SEDA) for determining mode of inheritance of quantitative traits. II. simulation studies on the effect of ascertaining families through high-valued probands.用于确定数量性状遗传模式的结构化探索性数据分析(SEDA)。II. 通过高值先证者确定家系的效果的模拟研究。
Am J Hum Genet. 1981 Mar;33(2):282-92.
2
Structured exploratory data analysis (SEDA) for determining mode of inheritance of quantitative traits. I. Simulation studies on the effect of background distributions.用于确定数量性状遗传模式的结构化探索性数据分析(SEDA)。I. 关于背景分布效应的模拟研究
Am J Hum Genet. 1981 Mar;33(2):262-81.
3
Effects of additive genes at many loci compared with those of a set of alleles at one locus in parent-child and sib correlations.在亲子和同胞相关性中,多个位点的加性基因效应与一个位点的一组等位基因效应的比较。
Ann Hum Genet. 1969 Jul;33(1):15-21. doi: 10.1111/j.1469-1809.1969.tb01624.x.
4
A general model for the genetic analysis of pedigree data.家系数据遗传分析的通用模型。
Hum Hered. 1971;21(6):523-42. doi: 10.1159/000152448.
5
Pedigree analysis to determine the mode of inheritance in a family with retinitis pigmentosa.进行系谱分析以确定一个患有色素性视网膜炎的家族的遗传模式。
Clin Genet. 1974;5(4):338-43. doi: 10.1111/j.1399-0004.1974.tb01703.x.
6
Analysis of family resemblance. 3. Complex segregation of quantitative traits.家族相似性分析。3. 数量性状的复杂分离分析。
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7
Studies on blood and urine glucose in Seminole Indians: indications for segregation of a major gene.塞米诺尔印第安人的血糖和尿糖研究:一个主要基因分离的指征
Am J Hum Genet. 1974 Jan;26(1):13-34.
8
Evidence for a possible major gene effect in absolute finger ridge count.绝对指嵴纹计数中可能存在主要基因效应的证据。
Hum Hered. 1973;23(5):414-21. doi: 10.1159/000152606.
9
Genetic analysis of dermatoglyphic patterns in twins.双胞胎皮纹模式的遗传分析。
Hum Hered. 1975;25(4):263-75. doi: 10.1159/000152734.
10
Inheritance of very low serum dopamine-beta-hydroxylase activity.极低血清多巴胺-β-羟化酶活性的遗传。
Am J Hum Genet. 1975 Sep;27(5):573-85.

主要基因指数和亲子间函数在肤纹指尖变量中的应用。

Application of the major gene index and offspring-between-parents function to dermatoglyphic fingertip variables.

作者信息

Young R S, Reed T, Norton J A, Christian J C

出版信息

Am J Hum Genet. 1981 May;33(3):432-42.

PMID:7018229
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC1685036/
Abstract

Forty-eight digital dermatoglyphic variables in 192 nuclear families were analyzed to search for evidence of major gene effects, utilizing a pair of recently developed statistics called the major gene index (MGI) and offspring-between-parents (OBP) function. They operate on the principle that under a multifactorial blending inheritance scheme an offspring's phenotypic value approximates the midparental value, whereas under major gene inheritance, the child's value more closely resembles that of one of his parents. Both statistics yielded comparable results. All ridge-count variables showed no strong deviation from a multifactorial model. Pattern-type variables gave values suggesting the presence of major gene effects, but these results were probably the consequence of the variables' relatively discrete distributions, since a departure of a variable from a reasonably continuous phenotypic distribution was shown to interfere significantly with the interpretation of both statistics.

摘要

对192个核心家庭中的48个数字皮纹变量进行了分析,以寻找主基因效应的证据,采用了一对最近开发的统计方法,即主基因指数(MGI)和亲子间(OBP)函数。它们基于这样的原理:在多因素混合遗传模式下,后代的表型值接近双亲中值,而在主基因遗传下,孩子的值更接近其父母之一的值。两种统计方法得出了可比的结果。所有嵴纹计数变量均未显示出与多因素模型有强烈偏差。模式类型变量给出的值表明存在主基因效应,但这些结果可能是变量相对离散分布的结果,因为已表明一个变量偏离合理的连续表型分布会显著干扰两种统计方法的解释。