Mendelian Randomization: Genes as Instrumental Variables

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Summary Prepared by Melvyn Rubenfire, MD
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Presentation transcript:

Mendelian Randomization: Genes as Instrumental Variables David Evans

Some Criticisms of GWA Studies… So you have a new GWAS hit for a disease… so what!? You can’t change people’s genotypes (at least not yet) You can however modify people’s environments… Mendelian Randomization is a method of using genetics to inform us about associations in traditional observational epidemiology

RCTs are the Gold Standard in Inferring Causality RANDOMISED CONTROLLED TRIAL RANDOMISATION METHOD EXPOSED: INTERVENTION CONTROL: NO INTERVENTION CONFOUNDERS EQUAL BETWEEN GROUPS OUTCOMES COMPARED BETWEEN GROUPS

Observational Studies RCTs are expensive and not always ethical or practically feasible Association between environmental exposures and disease can be assessed by observational epidemiological studies like case-control studies or cohort studies The interpretation of these studies in terms of causality is problematic

CHD risk according to duration of current Vitamin E supplement use compared to no use RR Rimm et al NEJM 1993; 328: 1450-6

Use of vitamin supplements by US adults, 1987-2000 Percent Source: Millen AE, Journal of American Dietetic Assoc 2004;104:942-950

Vitamin E levels and risk factors: Women’s Heart Health Study Childhood SES Manual social class No car access State pension only Smoker Daily alcohol Exercise Low fat diet Obese Height Leg length Lawlor et al, Lancet 2004

Vitamin E supplement use and risk of Coronary Heart Disease 1.0 Stampfer et al NEJM 1993; 328: 144-9; Rimm et al NEJM 1993; 328: 1450-6; Eidelman et al Arch Intern Med 2004; 164:1552-6

“Well, so much for antioxidants.”

Classic limitations to “observational” science Confounding Reverse Causation Bias

An Alternative to RCTs: Mendelian randomization In genetic association studies the laws of Mendelian genetics imply that comparison of groups of individuals defined by genotype should only differ with respect to the locus under study (and closely related loci in linkage disequilibrium with the locus under study)   Genotypes can proxy for some modifiable risk factors, and there should be no confounding of genotype by behavioural, socioeconomic or physiological factors (excepting those influenced by alleles at closely proximate loci or due to population stratification) Mendel in 1862

Mendelian randomisation and RCTs RANDOMISED CONTROLLED TRIAL RANDOM SEGREGATION OF ALLELES RANDOMISATION METHOD EXPOSED: FUNCTIONAL ALLELLES CONTROL: NULL ALLELLES EXPOSED: INTERVENTION CONTROL: NO INTERVENTION CONFOUNDERS EQUAL BETWEEN GROUPS CONFOUNDERS EQUAL BETWEEN GROUPS OUTCOMES COMPARED BETWEEN GROUPS OUTCOMES COMPARED BETWEEN GROUPS

LDL and Coronary Heart Disease MENDELIAN RANDOMISATION RANDOMISED CONTROLLED TRIAL RANDOM SEGREGATION OF ALLELES RANDOMISATION METHOD EXPOSED: Genotype AA (LDL LOW) CONTROL: Genotype aa (LDL HIGH) EXPOSED: STATIN (LDL LOW) CONTROL: PLACEBO (LDL HIGH) CONFOUNDERS EQUAL BETWEEN GROUPS CONFOUNDERS EQUAL BETWEEN GROUPS RISK OF CORONARY HEART DISEASE RISK OF CORONARY HEART DISEASE

MR - History Fisher (1951) Bateson Lecture

Why Perform MR? To “prove” a causal relationship Useful in genomics studies To estimate the magnitude of a causal association Useful in drug development Useful in public health

MR Core Assumptions U Z X Y (1) Z is associated with X (2) Z is not associated with U (3) Z is only associated with Y possibly through X (4) Structural assumption

Estimation Z X Y “Wald” Estimator SEs by e.g. Fieller’s Theorem Two stage least square (2SLS) Regress X on Z, regress Y on predicted values from the first regression, adjust standard errors

MR Example- CRP and BMI C-Reactive Protein (CRP) is a biomarker of inflammation It is associated with BMI, metabolic syndrome, CHD and a number of other diseases It is unclear whether these observational relationships are causal or due to confounding or reverse causality This question is important from the perspective of drug development

MR Example – CRP and BMI U FTO BMI CRP

MR Example – CRP and BMI (Bidirectional MR) U CRP variant CRP BMI

(and how to overcome them) Limitations to Mendelian Randomisation (and how to overcome them) 1- The existence of instruments 2- Power/weak instruments (Increase N; multiple instruments) 3- Population stratification (methods to control this) 4- Canalization (animal models?) 5- Pleiotropy (cis variants; IV estimate heterogeneity)

LDL and CHD Risk

LDL and CHD Risk Ference et al, JACC 2012

HDL and CHD (with thanks Sek Kathiresan) LDL-C HDL-C ‘Bad’ cholesterol ‘Good’ cholesterol 302K participants in 68 prospective studies Emerging Risk Factors Collaboration, JAMA 2009

HDL: endothelial lipase Asn396Ser 2.6% of population carry Serine allele higher HDL-C No effect on other lipid fractions No effect on other MI risk factors Edmondson, J Clin Invest 2009

LIPG N396S and plasma HDL-C HDL Difference 396S carriers have 5.5 mg/dl higher HDL-C P<10-8

How is this experiment “nature’s randomized trial”? Variable 396S Non-carrier 396S Carrier P value Male sex 45% NS Age 54.2 54.3 Current smoker 24% 19% Body-mass index 27 LDL-C mg/dl 138 141 HDL-C mg/dl 51 57 <0.0001 Carriers and non-carriers are alike in every characteristic except biomarker of interest 396S carriers are analogous to having received a “drug” lifelong that raises HDL by ~6 mg/dl

Test LIPG 396Ser for association with MI in the population

After testing in 116,320 people, summary OR for LIPG Asn396Ser is 0.99

Treatment with dalcetrapib raised HDL-C by 30% but did NOT lower risk for MI Randomized Control Trial Sample Randomisation Control HDL cholesterol 30% higher unchanged CV event rate

May 7, 2012: Dalcetrapib trial suspended due to futility 16,000-person randomized controlled trial

HDL cholesterol remains a useful marker of MI risk and should continue to be measured routinely to assess risk

MR Future Directions Drug development Prioritizing compounds for development On versus off target effects Two-step MR / Network / Mediation analysis Two sample MR

Mini-Practical Fitting 2SLS in R

Simulation U -0.9 0.9 Z X Y 0.1