Overview of Decision Tree in R
A decision tree in r is a form of supervised learning used to rectify the classification and regression problems. They are a strong machine learning algorithm to work with very complex data sets. The core concept behind the decision tree is to Split the given data set. To walk through this article, it is suggested to have basic learning concepts on the decision tree algorithm.
Decision tree in R
To work with a Decision tree in R or in layman terms it is necessary to work with big data sets and direct usage of built-in R packages makes the work easier. A decision tree is non- linear assumption model that uses a tree structure to classify the relationships. The Decision tree in R uses two types of variables: categorical variable (Yes or No) and continuous variables. The terminologies of the Decision Tree consisting of the root node (forms a class label), decision nodes(sub-nodes), terminal node (do not split further). The unique concept behind this machine learning approach is they classify the given data into classes that form yes or no flow (if-else approach) and represents the results in a tree structure. The algorithm used in the Decision Tree in R is the Gini Index, information gain, Entropy. There are different packages available to build a decision tree in R: rpart (recursive), party, random Forest, CART (classification and regression). It is quite easy to implement a Decision Tree in R.
For clear analysis, the tree is divided into groups: a training set and a test set. The following implementation uses a car dataset. This data set contains 1727 obs and 9 variables, with which classification tree is built. In this article lets tree a ‘party ‘package. The function creates () gives conditional trees with the plot function.
Implementation using R
The objective is to study a car data set to predict whether a car value is high/low and medium.
i) Preparing Data
Installing the packages and load libraries
This module reads the dataset as a complete data frame and the structure of the data is given as follows:
data<-car // Reading the data as a data frame
str(data) // Displaying the structure and the result shows the predictor values.
Output:
Determining Factordata$vhigh<-factor(data$vhigh)> View(car)
> data<-car
ii) Partition a data
Splitting up the data using training data sets. A decision tree is split into sub-nodes to have good accuracy. The complexity is determined by the size of the tree and error rate. Here doing reproductivity and generating a number of rows.
set. Seed (1234)
dt<-sample (2, nrow(data), replace = TRUE, prob=c (0.8,0.2))
validate<-data[dt==2,]
Fig: Showing data values
Next, making data value to 2
validate<-data[dt==2,]
Fig: Displaying R console in R Studio
Creating a Decision Tree in R with the package party
- Click package-> install -> party. Here we have taken the first three inputs from the sample of 1727 observations on datasets. Creating a model to predict high, low, medium among the inputs.
Implementation:
library(party)
tree<-ctree(v~vhigh+vhigh.1+X2,data = train)
tree
Output:
Plots Using Ctree
Prediction:
Prob generates probability on scoring,
Implementation:
predict(tree,validate,type="prob")
predict(tree,validate)
Levels: high low med vhigh
Decision tree using rpart
To predict the class using rpart () function for the class method. rpart () uses the Gini index measure to split the nodes.
library(rpart)
tr<-rpart (v~vhigh+vhigh.1+X2, train)
library (rpart. plot)
rpart. plot(tr)
“
rpart.plot(tr,extra=2)
This line plots the tree and to display the probability making extra features to set 2 and the result produced is given below.
Misclassification error
The error rate prevents overfitting.
tbl<-table(predict(tree), train $v)
print(tbl)
tepre<-predict(tree,new=validate)
Output:
print(tbl)
high low med vhigh
high 332 0 0 0
low 0 359 0 0
med 0 0 350 0
vhigh 0 0 0 351
Conclusion
The decision tree is a key challenge in R and the strength of the tree is they are easy to understand and read when compared with other models. They are being popularly used in data science problems. These are the tool produces the hierarchy of decisions implemented in statistical analysis. Statistical knowledge is required to understand the logical interpretations of the Decision tree. As we have seen the decision tree is easy to understand and the results are efficient when it has fewer class labels and the other downside part of them is when there are more class labels calculations become complexed. This post makes one become proficient to build predictive and tree-based learning models.
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