View source: R/mi_logreg_algorithm.R
mi_logreg_algorithm | R Documentation |
Additional parameters: lr_maxit and maxNWts are the same as in definition of multinom function from nnet package. An alternative model formula (using formula_string arguments) should be provided if data are not suitable for description by logistic regression (recommended only for advanced users). It is recommended to conduct estimation by calling mi_logreg_main.R.
mi_logreg_algorithm(
data,
signal = "signal",
response = "response",
side_variables = NULL,
pinput = NULL,
formula_string = NULL,
lr_maxit = 1000,
MaxNWts = 5000,
model_out = TRUE
)
data |
must be a data.frame object. Cannot contain NA values. |
signal |
is a character object with names of columns of dataRaw to be treated as channel's input. |
response |
is a character vector with names of columns of dataRaw to be treated as channel's output |
side_variables |
(optional) is a character vector that indicates side variables' columns of data, if NULL no side variables are included |
pinput |
is a numeric vector with prior probabilities of the input values. Uniform distribution is assumed as default (pinput=NULL). |
formula_string |
(optional) is a character object that includes a formula syntax to use in logistic regression model. If NULL, a standard additive model of response variables is assumed. Only for advanced users. |
lr_maxit |
is a maximum number of iteration of fitting algorithm of logistic regression. Default is 1000. |
MaxNWts |
is a maximum acceptable number of weights in logistic regression algorithm. Default is 5000. |
model_out |
is the logical indicating if the calculated logistic regression model should be included in output list |
a list with three elements:
output$mi - mutual information in bits
output$pinput - prior probabilities used in estimation
output$regression - confusion matrix of logistic regression model
output$model - nnet object describing logistic regression model (if model_out=TRUE)
[1] Jetka T, Nienaltowski K, Winarski T, Blonski S, Komorowski M, Information-theoretic analysis of multivariate single-cell signaling responses using SLEMI, PLoS Comput Biol, 15(7): e1007132, 2019, https://doi.org/10.1371/journal.pcbi.1007132.
## Estimate mutual information directly
temp_data=data_example1
output=mi_logreg_algorithm(data=data_example1,
signal = "signal",
response = "response")
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