
Explore principal component analysis (PCA) to reduce high-dimensional data in R, understand variance, standard deviation, and covariance, and learn how to compute and apply PCA.
Understand the intuition of principal component analysis (PCA) for dimensionality reduction by rotating data axes to maximize variance along the first component.
Learn scaling and variance for dimensionality reduction in R, using principal component analysis to transform four predictor variables into uncorrelated principal components that maximize explained variance with standardized data.
Explore how principal component analysis compresses high-dimensional data by scaling and transforming skewed variables, then extract uncorrelated components that capture the majority of variance for visualization and predictive analytics.
Explore dimensionality reduction with principal component analysis, including scaling and transformations, then apply k-means clustering on the PCs to identify meaningful groups and explain variance.
Dimensionality Reduction is a category of unsupervised machine learning techniques which is used to reduce the number of features or variables of columns in a dataset.
Lot of variables often enhances the noise signal in the data which is bad for modelling but Dimensionality Reduction techniques can help in this.
One of the Dimensionality Reduction Technique is Principal component Analysis which creates a new feature set which are uncorrelated or orthogonal .The newly created features are called Principal components.First principal component explains the most of the variance in the data and then the next principal component explains the remaining.
Principal Component analysis is helpful for any dataset which has many variables or variables which are anonymous.
Principal component analysis can help in explaining the structure of the dataset or creating the groups in the data or doing the predictive analytics .
In this course we will discuss the following items: