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findintercorr2
.method
= “Fleishman”.calc_theory()
and plotting functions which call
it to permit pdf specified by fx
,
lower
, and upper
.rcorrvar()
and rcorrvar2()
summary of continuous variables when using
method = "Fleishman"
.rcorrvar()
, rcorrvar2()
,
valid_corr()
, valid_corr2()
, and
error_loop()
to permit 0 or 1 continuous variables.calc_lower_skurt()
for case of non-convergence
when applying Six
vector with
method = "Polynomial"
.lower
and upper
parameters to
plot_cdf()
to use as inputs for
cdf_prob()
.findintercorr2()
so now you can generate
1 ordinal variable using correlation method 2 (with
rcorrvar2()
).chat_nb()
so you can use
size
(success probability) and mu
(mean)
parameters for Negative Binomial variables when using correlation method
1 (with rcorrvar1()
).find_constants()
and
calc_lower_skurt()
(to remove duplicate rows in solutions
before executing pdf_check()
) in order to decrease
computation time.rcorrvar()
, rcorrvar2()
,
valid_corr()
, and valid_corr2()
to check for
identical continuous distributions before calculating the power method
constants in order to decrease computation time. If a distribution is
repeated, the constants are only calculated once.error_loop()
and
error_vars()
:Sigma
is done using the
maximum of 0 and the eigenvalues (in case Sigma
is not
positive-definite and the eigenvalues are negative); this replaces the
use of Matrix::nearPD()
ifelse()
statement in choice of update function
(affects negative correlations only)ifelse()
statement in choice of update function
for ordnorm()
(affects negative correlations only).calc_theory()
:params
input accepts up to 4 parametersDist
input)plot_pdf_theory()
,
plot_sim_pdf_theory()
, and
plot_sim_theory()
:params
input accepts up to 4 parametersDist
input)
plus Poisson and Negative Binomial for
plot_sim_pdf_theory()
and
plot_sim_theory()
ggplot2
parameters to the graphing
functions to allow control over the appearance of the legend, axes
labels and titles, and plot title.rcorrvar()
and
rcorrvar2()
documentation.Initial package release.
These binaries (installable software) and packages are in development.
They may not be fully stable and should be used with caution. We make no claims about them.