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VCU HGEN 619 - Extended Pedigrees

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Extended PedigreesClassic Twin DesignExample DataACE Model ResultsCTD AssumptionsCorrelationsGenetic FactorsEnvironmental FactorsOther FactorsPath Diagram Twins & ParentsCovariance Matrices MZ/DZGenetic Transmission ModelGenetic Transmission ExpectationsCommon Environment ModelCommon Environment ExpectationsCommon Environment ResultsSocial Homogamy ModelSocial Homogamy ExpectationsSocial Homogamy ResultsPhenotypic Assortment ModelPhenotypic Assortment ExpectationsConstraintsPhenotypic Assortment ResultsModel ComparisonsHeritabilityShared EnvironmentLimitationsDominanceSex DifferencesSummaryExtended PedigreesHGEN619 class 2006Classic Twin DesignACE / ADEheterogeneitymultivariate developmentalIssuesgeneralizibility >Additional SiblingsExample DataStudy: Virginia 30,000: twins, parents, sibs, spouses, childrenData: church attendanceVariable: categorical, 6 ordered categories > 5 thresholdsAnalysis: 2 groups, malesACE Model ResultsParameter Estimatesa: 0.44 c: 0.59 e: 0.680Standardized Estimates + Confidence Intervals a2: 0.20 c2: 0.34 e2: 0.46CI 0.01-0.20 0.18-0.49 0.42-0.48Fit StatisticsEstimated parameters: 23Observed statistics: 2807, 1 constraint -2 times log-likelihood of data: 9364.528Degrees of freedom: 2784CTD AssumptionsRandom matingAssortment will increase MZ and DZ correlationsWhen fitting ACE model, with assortment present, C will be overestimatedWhen fitting AE model, with assortment present, A will be overestimatedNo Age ModerationWhen fitting ACE model, with G x age interaction present, C will be overestimatedCorrelationsMm Ff Mf FmMZ .64 .63 _ _DZ .49 .53 .41 _Sibs .41 .47 .39 _P-O .49 .49 .49 .46Spouse _ _ .74 _Genetic FactorsDecreasing correlations with a decreasing genetic relatedness: MZ twins > first-degree relatives (DZ twins, siblings, parent-child pairs) > second-degree relatives (grandparents, half-siblings, avuncular pairs) > more distant relatives such as cousins >> additive genetic factorsSibling and DZ correlations less than half MZ correlations (expectation is DZ=1/4MZ) and zero correlations for other pairs of relatives >> dominanceMZ correlations less than 1 >> specific environmental factorsEnvironmental FactorsSimilar sibling, DZ, parent-offspring correlations >> shared environmental factors: increase similarity between people living or having grown up in the same home (first-degree relatives and MZs)Sibling > parent-offspring correlations >> non-parental environmental factors: in common for siblings, such as school environment, peers, friendsTwin > sibling correlations >> special twin environment: additional similarity due to greater sharing of aspects of the environmentSiblings = parent-offspring correlations > half MZ twins >> cultural transmissionOther FactorsIf cultural transmission based on phenotype of parents for a trait which also has a genetic component >> GE covarianceNon-random mating: source of similarity which may have both genetic and environmental implicationseffects of assortative mating depend on mechanism by which people chose spousesif selection is based on phenotype of partner > correlations between sources of variance in one spouse with those of other spouse induced, genetic and/or environmental covariance between parent-offspring and sibling pairs increasedPath Diagram Twins & ParentsPMP1P2PFEe1Ee1Ee1Ee1PF : Phenotype FatherPM : Phenotype MotherP1 : Phenotype Twin 1P2 : Phenotype Twin 2Covariance Matrices MZ/DZFa T2T1MoFaT 2T 1MoPOOW PPOOV PW'V'O'O'O' O'Fa T 2T1MoFaT 2T 1MoPOOW PPOOU PW'U'O'O'O' O'Variance [P]MZ Covariance [U]DZ Covariance [V]Spousal Covariance [W]Parent-offspring Covariance [O]Genetic Transmission ModelGenetic transmissionFixed at .5Residual Genetic VarianceFixed at .5Equilibrium of variances across generationsPMPmPfAA AAa aa a.5 .5.5.5PF1.51.5Ee1Ee1Ee1Ee1Genetic Transmission ExpectationsW= 0; ! covariance spouseO= .5a2; ! covariance parent-offspringU= a2; ! covariance MZ twinsV= .5a2; ! covariance DZ twinsP= a2+e2;! variance twinsQ= a2+e2;! variance parentsCommon Environment ModelCommon environmentSame for all family membersAssortmentFunction of common environmentPMPmPfAA AA Ca aac cc c.5 .5.5.5PF1.511.5Ee1Ee1Ee1E1aeCommon Environment ExpectationsW= c2; ! covariance spouseO= .5a2 +c2; ! covariance parent-offspringU= a2+c2; ! covariance MZ twinsV= .5a2+c2; ! covariance DZ twinsP= a2+c2+e2;! variance twinsQ= a2+c2+e2;! variance parentsCommon Environment ResultsParameter Estimatesa: 0.26 c: 0.66 e: 0.700Standardized Estimates + Confidence Intervals a2: 0.07 c2: 0.44e2: 0.49CI 0.00-0.18 0.35-0.52 0.44-0.55Fit StatisticsEstimated parameters: 43Observed statistics: 3351, 1 constraint -2 times log-likelihood of data: 10999.249Degrees of freedom: 3308Social Homogamy ModelAssortmentSocialCultural TransmissionFrom C to CNon-parental Shared EnvironmentResidualPMPmPfAA ACCA Ca aa ac cc c.5 .5.5.5PF1r.5111.5Ee1Ee1Ee1Ee1f fdSocial Homogamy ExpectationsW= dc2; ! covariance spouseO= (f+df)c2+.5a2; ! covariance parent-childx= 2f2+2df2+r; ! common environment variance twinsU= a2+xc2; ! covariance MZ twinsV= .5a2+xc2; ! covariance DZ twinsP= a2+xc2+e2; ! variance twinsQ= a2+c2+e2; ! variance parentsConstrain x=1Social Homogamy ResultsParameter Estimatesa: 0.20 c: 0.69 e: 0.69 d: 1.00 f: 0.43 r: 0.26 p: 1.00 q: 1.00 x: 1.00Standardized Estimates + Confidence Intervalsa2: 0.04 r2: 0.13 t2: 0.38 e2: 0.48CI 0.04-0.050.12-0.14 0.23-0.47 0.44-0.49 r2: non-parental shared environment, t2: cultural transmission t2 + r2 =c2Fit Statistics Estimated parameters:46, Obs statistics: 3352, 2 constraints -2 times log-likelihood of data: 10994.427, df: 3306Phenotypic Assortment ModelAssortmentPhenotypicCultural TransmissionFrom P to CNon-parental Shared EnvironmentResidualGenotype-Environment CovariancePMPmPfAA ACCA Ca aa ac cc c.5 .5.5.5PFgr.5gxx.5Ee1Ee1Ee1Ee1f fds sPhenotypic Assortment ExpectationsW= pdp; ! covariance spouseT= ga+sc; ! covariance G-phenotypeO= (pf+wf)c+.5a(1+pd)t;! covariance parent-childJ= asc+csa; ! covariance GEU= ga2+xc2+j; ! covariance MZ twinY= g+.5(t(d+d)t); ! assortmentV= .5ya2+xc2+j; ! covariance DZ twinConstraintsK= .5(g+.5(t(d+d)t')+1);! genetic variance constraintL= .5t(2f+ 2dpf);!


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