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Case Based Reasoning

The R package case-based-reasoning provides an R interface case based reasoning using machine learning.







This R package provides two methods case based reasoning by using an endpoint:

Besides the functionality of searching similar cases, some additional features are included:

Example: Cox-Beta-Model


In the first example, we use the Cox-Model and the ovarian data set from the survival package. In the first step we initialize the R6 data object.

ovarian$resid.ds <- factor(ovarian$resid.ds)
ovarian$rx <- factor(ovarian$rx)
ovarian$ <- factor(ovarian$

# initialize R6 object
coxBeta <- CoxBetaModel$new(Surv(futime, fustat) ~ age + resid.ds + rx +

Similar Cases

After the initialization, we may want to get for each case in the query data the most similar case from the learning data.

n <- nrow(ovarian)
trainID <- sample(1:n, floor(0.8 * n), F)
testID <- (1:n)[-trainID]

# fit model 
ovarian[trainID, ] %>% 
# get similar cases
ovarian[testID, ] %>%
  coxBeta$get_similar_cases(queryData = ovarian[testID, ], k = 3) -> matchedData

You may extract then the similar cases and the verum data and put them together:

Note 1: In the initialization step, we dropped all cases with missing values in the variables of data and endPoint. So, you need to make sure that NA handling is done by you.

Note 2: The data.table returned from coxBeta$get_similar_cases has four additional columns:

  1. caseId: By this column you may map the similar cases to cases in data, e.g. if you had chosen k = 3, then the first three elements in the column caseId will be 1 (following three 2 and so on). This means that this three cases are the three most similar cases to case 0 in verum data.
  2. scDist: The calculated distance
  3. scCaseId: Grouping number of query with matched data
  4. group: Grouping matched or query data

Distance Matrix

Alternatively, you may just be interested in the distance matrix, then you go this way:

ovarian %>%
  coxBeta$calc_distance_matrix() -> distMatrix

coxBeta$calc_distance_matrix() calculates the full distance matrix. This matrix the dimension: cases of data versus cases of query data. If the query dataset is bot available, this functions calculates a n times n distance matrix of all pairs in data. The distance matrix is saved internally in the cbrCoxModel object: coxBeta$distMat.

Example: RandomForest-Model


In the second example, we present the Random Forest model for a distance measure approximation applied on the ovarian data set from the survival package. This package offers two ways for distance/similarity calculation (see documentation):

Let’s initialize the R6 data object.

```{r, warning=FALSE, message=FALSE} library(tidyverse) library(survival) library(CaseBasedReasoning) ovarian\(resid.ds <- factor(ovarian\)resid.ds) ovarian\(rx <- factor(ovarian\)rx) ovarian\( <- factor(ovarian\)

initialize R6 object

rfSC <- RFModel$new(Surv(futime, fustat) ~ age + resid.ds + rx + ```

All cases with missing values in the learning and end point variables are dropped (na.omit) and the reduced data set without missing values is saved internally. You get a text output on how many cases were dropped. character variables will be transformed to factor.

Optionally, you may want to adjust some parameters in the fitting step of the random forest algorithm. Possible arguments are: , ntree, mtry, and splitrule. The documentation of this parameters can be found in the ranger R-package. Furthermore, you are able to choose the two distance measures:

This can be done by

{r, warning=FALSE, message=FALSE} rfSC$set_dist(distMethod = "Proximity") All other steps (excluding checking for proportional hazard assumption are the same as for the Cox-Model).

Similar Cases:

n <- nrow(ovarian)
trainID <- sample(1:n, floor(0.8 * n), F)
testID <- (1:n)[-trainID]

# fit model 
ovarian[trainID, ] %>% 
# get similar cases
ovarian[trainID, ] %>%
  rfSC$get_similar_cases(queryData = ovarian[testID, ], k = 3) -> matchedData

Distance Matrix Calculation:

ovarian %>%
  rfSC$calc_distance_matrix() -> distMatrix


Responsible for Mathematical Model Development and Programming

Medical Advisor



The work was funded by the Robert Bosch Foundation. Special thanks go to Professor Dr. Friedel (Thoraxchirugie - Klinik Schillerhöhe).