

Dimensionality reduction is a technique used in data science and machine learning to reduce the number of input variables in a dataset while preserving meaningful patterns and relationships. It helps simplify high-dimensional data, improve model performance, and reduce computational requirements — especially when datasets contain hundreds or thousands of features.
High-dimensional data can slow down processing, increase storage requirements, and negatively affect model performance due to the curse of dimensionality — where more features lead to sparsity and reduced generalization. Reducing dimensions helps improve efficiency, interpretability, and training stability.
A statistical method that transforms data into new axes (principal components) ordered by variance. It retains most variability using fewer features.
A supervised method that projects data into a lower-dimensional space while maximizing class separation — useful for classification tasks.
A nonlinear technique for visualizing high-dimensional datasets in two or three dimensions, commonly used to reveal clustering patterns.
Neural networks that learn compressed representations of data through an encoder–decoder structure; effective for nonlinear relationships.
Identifies latent variables that explain observed variability, commonly used in statistical modeling and psychometrics.
Reduces processing time and resource consumption for training and inference.
Removes redundant or irrelevant features, improving model generalization.
Simplifies analysis by projecting complex datasets into human-readable dimensions.
A machine learning engineer reduces a dataset of 10,000 genetic markers into 50 meaningful components using PCA before training a classification model — resulting in faster processing and improved accuracy.