unrelated_effects_plot {rnmamod} | R Documentation |
End-user-ready results for unrelated trial effects model
Description
Performs the unrelated trial effects model (also known as fixed effects model) and illustrates the results of each trial and corresponding pairwise comparison.
Usage
unrelated_effects_plot(
data,
measure,
char,
drug_names,
trial_names,
mean_misspar,
var_misspar,
rho,
save_xls
)
Arguments
data |
A data-frame of a one-trial-per-row format containing arm-level
data of each trial. See 'Format' in |
measure |
Character string indicating the effect measure with values
|
char |
A data-frame of three columns and number of rows equal to the
number of trials in |
drug_names |
A vector of labels with the name of the interventions in
the order they appear in the argument |
trial_names |
A vector of labels with the name of the trials in the
order they appear in the argument |
mean_misspar |
A numeric value for the mean of the normal distribution of the informative missingness parameter (see 'Details'). The default argument is 0 and corresponds to the missing-at-random assumption. The same value is considered across all trials of the dataset. |
var_misspar |
A positive non-zero number for the variance of the
normal distribution of the informative missingness parameter.
When the |
rho |
A numeric value in the interval [-1, 1] that indicates the correlation coefficient between two informative missingness parameters in a trial. The same value is considered across all trials of the dataset. The default argument is 0 and corresponds to uncorrelated missingness parameters. |
save_xls |
Logical to indicate whether to export the tabulated results
to an 'xlsx' file (via the |
Details
The unrelated trial effects model may be an alternative to network
meta-analysis, when the latter is not deemed appropriate (e.g., there is
considerable statistical heterogeneity, or substantial intransitivity). In
the presence of missing participant outcome data, the effect size and
standard error are adjusted by applying the pattern-mixture model with
Taylor series in trial-arms with reported missing participants (Mavridis et
al., 2015; White et al., 2008). The unrelated_effects_plot
function
calls the taylor_imor
and taylor_continuous
functions (for a binary and continuous outcome, respectively) to employ
pattern-mixture model with Taylor series. The unrelated_effects_plot
function considers the informative missingness odds ratio in the
logarithmic scale for binary outcome data (White et al., 2008), the
informative missingness difference of means when measure
is
"MD"
or "SMD"
, and the informative missingness ratio of means
in the logarithmic scale when measure
is "ROM"
(Mavridis et al., 2015).
The number of interval plots equals the number of observed comparisons in the network. In each interval plot, the y-axis refers to all trials of the network and x-axis refers to the selected effect measure. The odds ratio and ratio of means are calculated in the logarithmic scale but they are reported in their original scale after exponentiation.
unrelated_effects_plot
depicts all three characteristics for each
trial using different colours, line-types and point-shapes for the
corresponding 95% confidence interval and point estimate. Ideally, each
characteristic should have no more than three categories; otherwise, the
plot becomes cluttered. For now, the unrelated_effects_plot
function
uses the default colour palette, line-types and point-shapes.
Value
A panel of interval plots for each observed comparison in the
network, when there are up to 15 trials in the data
. Otherwise,
unrelated_effects_plot
exports a data-frame to an 'xlsx' file at
the working directory of the user. This data-frame includes the
data
in the long format, the within-trial effect measure and
95% confidence interval of the corresponding comparisons, the
interventions compared, and the three characteristics (as defined in
char
).
For datasets with more than 15 trials, the plot becomes cluttered and it is
difficult to identify the trial-names. Hence, exporting the results in an
Excel file is a viable alternative.
Author(s)
Loukia M. Spineli
References
Mavridis D, White IR, Higgins JP, Cipriani A, Salanti G. Allowing for uncertainty due to missing continuous outcome data in pairwise and network meta-analysis. Stat Med 2015;34(5):721–41. doi: 10.1002/sim.6365
White IR, Higgins JP, Wood AM. Allowing for uncertainty due to missing data in meta-analysis–part 1: two-stage methods. Stat Med 2008;27(5):711–27. doi: 10.1002/sim.3008
See Also
run_model
, taylor_continuous
,
taylor_imor
, write_xlsx