Scopri cosa sono gli embeddings e come potenziano l'IA catturando le relazioni semantiche nei dati per l'NLP, le raccomandazioni e la computer vision.
In the realm of machine learning (ML) and artificial intelligence (AI), embeddings are a fundamental technique for representing complex data—such as words, sentences, images, or other items—as dense numerical vectors in a multi-dimensional space. This transformation is learned from data, enabling algorithms to capture the semantic meaning, context, or essential characteristics of the input. The primary advantage is that items deemed similar based on the training data are mapped to nearby points in this "embedding space," allowing machines to understand complex relationships and patterns far more effectively than traditional sparse representations like one-hot encoding.
Embeddings are learned, relatively low-dimensional vector representations of discrete variables (like words) or complex objects (like images or user profiles). Unlike methods such as one-hot encoding which create very high-dimensional, sparse vectors where each dimension corresponds to a single item and lacks inherent relationship information, embeddings are dense vectors (usually with tens to thousands of dimensions) where each dimension contributes to representing the item's characteristics. Crucially, the position of these vectors in the embedding space captures semantic relationships. For instance, in word embeddings, words with similar meanings or used in similar contexts, like "king" and "queen" or "walking" and "ran," will have vectors that are mathematically close (e.g., using Cosine Similarity). This proximity reflects semantic similarity learned from the data.
Embeddings are typically generated using neural network (NN) models trained on large datasets through techniques like self-supervised learning. For example, a common technique for word embeddings, exemplified by Word2Vec, involves training a model to predict a word based on its surrounding words (its context) within a massive text corpus. During this training process, the network adjusts its internal parameters, including the embedding vectors for each word, to minimize prediction errors via methods like backpropagation. The resulting vectors implicitly encode syntactic and semantic information. The number of dimensions in the embedding space is a critical hyperparameter, influencing the model's capacity to capture detail versus its computational cost and risk of overfitting. Visualizing these high-dimensional data spaces often requires dimensionality reduction techniques like t-SNE or PCA, which can be explored using tools like the TensorFlow Projector.
Embeddings are crucial components in many modern AI systems across various domains: