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#' Argument A for OBRE matrix M integrals.
#'
#' Function computing argument A for OBRE matrix M integrals.
#'
#' @param nvData The vector of data.
#' @param nTheta1 The first parameter.
#' @param nTheta2 The second parameter.
#' @param lDensityExpr List of symbolic expressions of density, cumulative and derivatives.
#' @param nCParOBRE OBRE c parameter.
#' @param matA Matrix A.
#' @param nvA Vector a.
#' @param nK Exponent which differentiate M_1 from M_2.
#'
OBREmatMArgumentA = function(nvData, nTheta1, nTheta2, lDensityExpr, nCParOBRE, matA, nvA, nK) {
nvArgA = ((eval(expr = lDensityExpr$eDerivDensityFunTheta[1]) / eval(expr = lDensityExpr$eDensityFun) - nvA[1])^2) *
((OBREWeightsFun(nvData = nvData, nTheta1 = nTheta1, nTheta2 = nTheta2, lDensityExpr = lDensityExpr,
nCParOBRE = nCParOBRE, matA = matA, nvA = nvA))^nK) *
eval(expr = lDensityExpr$eDensityFun)
nvArgA[is.na(nvArgA)] = 0
return(nvArgA)
}
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