AI Optimization Demystified: How Machines Learn Through Math
Optimization in AI: The Mathematical Core of Learning Optimization is the mathematical foundation of everything that makes Artificial Intelligence (AI) and Machine Learning (ML) actually learn . Whether it’s a simple linear regression model or a 100-layer deep neural network, optimization is what drives the model to perform better over time by minimizing error and improving accuracy. In this blog, we’ll deeply explore what optimization really means in AI, why it's necessary, and how it’s done — with a clear focus on gradient descent, loss functions, second-order methods, heuristics, hyperparameter tuning, and much more. 1. What is Optimization in AI? Optimization refers to the process of finding the best possible values of model parameters (like weights and biases in a neural network) that minimize or maximize an objective function. In most AI models, the objective is to minimize a loss function — a function that measures how poorly the model is performing. Mathematically, ...