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HomeImplementationFeature Engineering: Scaling, Normalization, and Standardization
Implementation

Feature Engineering: Scaling, Normalization, and Standardization

January 16, 2024January 16, 2024CEO 194 views

Feature scaling is considered a part of the data processing cycle that cannot be skipped, so that we can achieve stable and fast training of our ML algorithm.

Feature Scaling is a technique to standardize the independent features present in the data in a fixed range. It is performed during the data pre-processing to handle highly varying magnitudes or values or units.

Why use Feature Scaling?

In machine learning, feature scaling is employed for a number of purposes:

  • Comparability: Scaling guarantees that all features are on a comparable scale and have comparable ranges. This process is known as feature normalization. This is significant because the magnitude of the features has an impact on many machine learning techniques. Larger scale features may dominate the learning process and have an excessive impact on the outcomes. You can avoid this problem and make sure that each feature contributes equally to the learning process by scaling the features.
  • Algorithm performance improvement: When the features are scaled, several machine learning methods, including gradient descent-based algorithms, distance-based algorithms (such k-nearest neighbors), and support vector machines, perform better or converge more quickly.
  • Preventing numerical instability: Numerical instability can be prevented by avoiding significant scale disparities between features. Examples include distance calculations or matrix operations, where having features with radically differing scales can result in numerical overflow or underflow problems.
  • Preventing bias: Scaling features makes ensuring that each characteristic is given the same consideration during the learning process. Without scaling, bigger scale features could dominate the learning, producing skewed outcomes. This bias is removed through scaling, which also guarantees that each feature contributes fairly to model predictions.
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