Le regroupement agglomératif est une méthode populaire regroupement hiérarchique technique utilisée en analyse de données and apprentissage automatique. It operates by initially treating each data point as a separate cluster and then progressively merging these clusters based on their similarity or distance to form larger clusters. This process continues until all data points are combined into a single cluster or until a specified number of clusters is reached.
La méthode utilise généralement une métrique de distance, comme Distance Euclidienne, to measure the proximity between clusters. Common linkage criteria include single-linkage (minimum distance), complete-linkage (maximum distance), and average-linkage (mean distance), which determine how the distance between clusters is calculated during the merging process.
L'un des avantages du regroupement agglomératif est sa capacité à produire un dendrogram, a tree-like diagram that illustrates the merging process and the relationships between clusters. This visual representation can help analysts understand the structure of the data and choose an appropriate number of clusters based on the desired granularity.
Despite its advantages, agglomerative clustering can be computationally intensive, especially for large datasets, as it requires calculating pairwise distances between clusters. Additionally, the choice of distance metric and linkage criteria can significantly affect the results, making it essential to select these parameters avec soin.
Overall, agglomerative clustering is a versatile and widely-used technique in various applications, including market segmentation, classification d'image, and social network analysis.