Discover how Stochastic Gradient Descent optimizes machine learning models, enabling efficient training for large datasets and deep learning tasks.
Stochastic Gradient Descent (SGD) is a fundamental and widely used optimization algorithm in machine learning (ML). It is an iterative method used to train models by adjusting their internal parameters, such as weights and biases, to minimize a loss function. Unlike traditional Gradient Descent, which processes the entire dataset for each update, SGD updates the parameters using just a single, randomly selected training sample. This "stochastic" approach makes the training process significantly faster and more scalable, which is especially important when working with big data. The noisy updates can also help the model escape poor local minima in the error landscape and potentially find a better overall solution.
The core idea behind SGD is to approximate the true gradient of the loss function, which is calculated over the entire dataset, by using the gradient of the loss for a single sample. While this single-sample gradient is a noisy estimate, it is computationally cheap and, on average, points in the right direction. The process involves repeating a simple two-step cycle for each training sample:
This cycle is repeated for many passes over the entire dataset, known as epochs, gradually improving the model's performance. The efficiency of SGD has made it a cornerstone of modern deep learning (DL), and it is supported by all major frameworks like PyTorch and TensorFlow.
SGD is one of several gradient-based optimization methods, each with its own trade-offs.
SGD and its variants are critical for training a wide array of AI models across different domains.