Advantages of Principal Component Analysis (PCA)

Introduction

The advancements in Data Science and Machine Learning have made it possible for us to solve several complex regression and classification problems.  However, the performance of all these ML models depends on the data fed to them. Thus, it is imperative that we provide our ML models with an optimal dataset. Now, one might think that the more data we provide to our model, the better it becomes – however, it is not the case. If we feed our model with an excessively large dataset (with a large no. of features/columns), it gives rise to the problem of overfitting, wherein the model starts getting influenced by outlier values and noise. This is called the Curse of Dimensionality....

Principal Component Analysis (PCA)

As stated earlier, Principal Component Analysis is a technique of feature extraction that maps a higher dimensional feature space to a lower-dimensional feature space. While reducing the number of dimensions, PCA ensures that maximum information of the original dataset is retained in the dataset with the reduced no. of dimensions and the co-relation between the newly obtained Principal Components is minimum. The new features obtained after applying PCA are called Principal Components and are denoted as PCi (i=1,2,3…n). Here, (Principal Component-1) PC1 captures the maximum information of the original dataset, followed by PC2, then PC3 and so on....

Steps to Apply PCA in Python for Dimensionality Reduction

We will understand the step by step approach of applying Principal Component Analysis in Python with an example. In this example, we will use the iris dataset, which is already present in the sklearn library of Python....

Advantages of Principal Component Analysis (PCA):

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