p_dfa_xerrors {pooling} | R Documentation |
Discriminant Function Approach for Estimating Odds Ratio with Normal Exposure Measured in Pools and Potentially Subject to Errors
Description
Archived on 7/23/18. Please use p_ndfa
instead.
Usage
p_dfa_xerrors(g, y, xtilde, c = NULL, constant_or = TRUE,
errors = "both", ...)
Arguments
g |
Numeric vector of pool sizes, i.e. number of members in each pool. |
y |
Numeric vector of poolwise |
xtilde |
Numeric vector (or list of numeric vectors, if some pools have
replicates) with |
c |
Numeric matrix with poolwise |
constant_or |
Logical value for whether to assume a constant OR for
|
errors |
Character string specifying the errors that |
... |
Additional arguments to pass to |
Value
List of point estimates, variance-covariance matrix, object returned by
nlminb
, and AIC, for one or two models depending on
constant_or
. If constant_or = NULL
, also returns result of a
likelihood ratio test for H0: sigsq_1 = sigsq_0
, which is equivalent
to H0: log-OR is constant
. If constant_or = NULL
, returned
objects with names ending in 1 are for model that does not assume constant
log-OR, and those ending in 2 are for model that assumes constant log-OR.
References
Lyles, R.H., Van Domelen, D.R., Mitchell, E.M. and Schisterman, E.F. (2015) "A discriminant function approach to adjust for processing and measurement error When a biomarker is assayed in pooled samples." Int. J. Environ. Res. Public Health 12(11): 14723–14740.
Schisterman, E.F., Vexler, A., Mumford, S.L. and Perkins, N.J. (2010) "Hybrid pooled-unpooled design for cost-efficient measurement of biomarkers." Stat. Med. 29(5): 597–613.
Examples
# Load dataset containing poolwise (Y, Xtilde, C) values for pools of size
# 1, 2, and 3. Xtilde values are affected by processing error.
data(pdat1)
# Estimate log-OR for X and Y adjusted for C, ignoring processing error
fit1 <- p_dfa_xerrors(g = pdat1$g, y = pdat1$numcases, xtilde = pdat1$xtilde,
c = pdat1$c, errors = "neither")
fit1$estimates
# Repeat, but accounting for processing error. Closer to true log-OR of 0.5.
fit2 <- p_dfa_xerrors(g = pdat1$g, y = pdat1$numcases, xtilde = pdat1$xtilde,
c = pdat1$c, errors = "processing")
fit2$estimates