mr_mvgmm: Multivariable generalized method of moments (GMM) method

In MendelianRandomization: Mendelian Randomization Package

Multivariable generalized method of moments (GMM) method

Description

The mr_mvgmm function performs multivariable Mendelian randomization via the generalized method of moments method.

Usage

mr_mvgmm(object, nx, ny, cor.x = NULL, robust = TRUE, alpha = 0.05, ...)

## S4 method for signature 'MRMVInput'
mr_mvgmm(object, nx, ny, cor.x = NULL, robust = TRUE, alpha = 0.05, ...)

Arguments

object	An MRMVInput object.
nx	Vector of sample sizes used to compute genetic associations with the exposure (one for each exposure).
ny	The sample size used to compute genetic associations with the outcome.
cor.x	Correlation matrix for exposures. Default is to assume the exposures are uncorrelated.
robust	Indicates whether overdispersion heterogeneity is accounted for in the model. Default is TRUE.
alpha	The significance level used to calculate the confidence interval. The default value is 0.05.
...	Additional arguments to be passed to the optimization routines to calculate GMM estimates and overdispersion parameter.

Details

Robust inference in two-sample multivariable Mendelian randomization using the generalized method of moments. The method accounts for overdispersion heterogeneity in genetic variant-outcome associations.

Value

The output from the function is an MVGMM object containing:

Robust	TRUE if overdispersion heterogeneity was included in the model, FALSE otherwise.
Exposure	A character vector with the names given to the exposure.
Outcome	A character string with the names given to the outcome.
Correlation	The matrix of genetic correlations if supplied. If not supplied, then an identity matrix will be returned.
ExpCorrelation	TRUE if an exposure correlation matrix was specified, FALSE otherwise.
CondFstat	A vector of conditional F-statistics (one for each exposure).
Estimate	A vector of causal estimates.
StdError	A vector of standard errors of the causal estimates.
CILower	The lower bounds of the causal estimates based on the estimated standard errors and the significance level provided.
CIUpper	The upper bounds of the causal estimates based on the estimated standard errors and the significance level provided.
Overdispersion	The estimate of the overdispersion parameter. If this is negative, then a value of zero is used in the method.
Pvalue	The p-values associated with the estimates (calculated as Estimate/StdError as per Wald test) using a normal distribution.
Alpha	The significance level used when calculating the confidence intervals.
Heter.Stat	Heterogeneity statistic (Cochran's Q statistic) and associated p-value (for non-robust model only): the null hypothesis is that all genetic variants estimate the same causal parameter; rejection of the null is an indication that one or more genetic variants may be pleiotropic. If the robust option is set to TRUE, then this represents excess heterogeneity beyond the overdispersion model.

References

Description of the generalized method of moments: Hansen, L. P. (1982). Large sample properties of generalized method of moments estimators. Econometrica, pp.1029-1054.

Examples

mr_mvgmm(mr_mvinput(bx = cbind(ldlc, hdlc, trig), bxse = cbind(ldlcse, hdlcse, trigse),
   by = chdlodds, byse = chdloddsse), nx=rep(17723,3), ny=17723)

MendelianRandomization documentation built on May 29, 2024, 11:36 a.m.