TreeMineR {TreeMineR} | R Documentation |
Unconditional Bernoulli Tree-Based Scan Statistics for R
Description
Unconditional Bernoulli Tree-Based Scan Statistics for R
Usage
TreeMineR(
data,
tree,
p = NULL,
n_exposed = NULL,
n_unexposed = NULL,
dictionary = NULL,
delimiter = "/",
n_monte_carlo_sim = 9999,
random_seed = FALSE,
future_control = list(strategy = "sequential")
)
Arguments
data |
The dataset used for the computation. The dataset needs to include the following columns:
See below for the first and last rows included in the example dataset. id leaf exposed 1 K251 0 2 Q702 0 3 G96 0 3 S949 0 4 S951 0 --- 999 V539 1 999 V625 1 999 G823 1 1000 L42 1 1000 T524 1 |
tree |
A dataset with one variable |
p |
The proportion of exposed individuals in the dataset. Will be calculated
based on |
n_exposed |
Number of exposed individuals (Optional). |
n_unexposed |
Number of unexposed individuals (Optional). |
dictionary |
A |
delimiter |
A character defining the delimiter of different tree levels within your
|
n_monte_carlo_sim |
The number of Monte-Carlo simulations to be used for calculating P-values. |
random_seed |
Random seed used for the Monte-Carlo simulations. |
future_control |
A list of arguments passed |
Value
A data.frame
with the following columns:
cut
The name of the cut G.
n1
The number of exposed events belonging to cut G.
n1
The number of inexposed events belonging to cut G.
risk1
The absolute risk of getting an event belonging to cut G among the exposed.
risk0
The absolute risk of getting an event belonging to cut G among the unexposed.
RR
The risk ratio of the absolute risk among the exposed over the absolute risk among the unexposed
llr
The log-likelihood ratio comparing the observed and expected number of exposed events belonging to cut G.
p
The P-value that cut G is a cluster of events.
References
Kulldorff et al. (2003) A tree-based scan statistic for database disease surveillance. Biometrics 56(2): 323-331. DOI: 10.1111/1541-0420.00039.
Examples
TreeMineR(data = diagnoses,
tree = icd_10_se,
p = 1/11,
n_monte_carlo_sim = 99,
random_seed = 1234) |>
head()