bkmr_wrapper |
Fits a BKMR model with significance criteria: PIP and group-wise PIP |
bma_wrapper |
Fits a linear model with Bayesian model selection with significance criteria: PIP and posterior probability of nonzero coefficients being on one side of zero. |
bws_wrapper |
Fits a Bayesian weighted sums |
cor2partial |
Convert a correlation matrix into a partial correlation matrix |
cvine |
Citation: Daniel Lewandowski, Dorota Kurowicka, Harry Joe, Generating random correlation matrices based on vines and extended onion method, Journal of Multivariate Analysis, Volume 100, Issue 9, 2009, Pages 1989-2001, ISSN 0047-259X, https://doi.org/10.1016/j.jmva.2009.04.008. |
estimate_snr |
Monte Carlo approximation of the SNR |
fin_wrapper |
Fits a Bayesian factor model with interactions |
fit |
Fits the model to given data and gets a list of significance criteria |
genx |
Generates a matrix of n observations of p predictors |
geny |
Generates a vector of outcomes |
glm_wrapper |
Fits a generalized linear model |
InferenceModel |
Statistical model that returns significance criterion |
MixtureModel |
Correlated predictors generator |
mplot |
Visualize marginals and Gaussian copula correlations of simulated data |
mpower |
mpower: Power analysis using Monte Carlo for correlated predictors. |
nhanes1518 |
NHANES data from 2015-2016 and 2017-2018 cycles |
OutcomeModel |
Outcome generator |
partial |
Partial correlations between elements in x and elements in y |
plot_summary |
Plot summaries of power simulation |
qgcomp_lin_wrapper |
Fits a linear Quantile G-Computation model with no interactions |
qmultinom |
Quantile function for the multinomial distribution, size = 1 |
rsq2snr |
Convert R-squared value to the SNR |
scale_f |
Rescale the mean function of an OutcomeModel to meet a given SNR |
scale_sigma |
Rescale the noise variance of a Gaussian OutcomeModel to meet a given SNR |
set_value |
This function updates values in an OutcomeModel object |
sim_curve |
Power curve using Monte Carlo simulation |
sim_power |
Power analysis using Monte Carlo simulation |
summary |
Tabular summaries of power simulation |