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Entropía Cruzada Categórica

CCE

La Entropía Cruzada Categórica mide la diferencia entre las distribuciones predichas y verdaderas en tareas de clasificación multiclase.

Cruz categórica Entropía is a función de pérdida commonly utilizado en aprendizaje automático, particularly in classification tasks where the goal is to predict one class out of multiple possible classes. It quantifies the difference between the predicted probability distribution produced by a model and the actual distribution of the classes observed in the data.

En términos matemáticos, la Entropía Cruzada Categórica se define como:

Loss = -Σ (yi * log(pi))

donde:

  • yi is the true distribution (one-hot encoded vector) of classes,
  • pi is the predicted probability of each class.

La función calcula el logaritmo negativo de la probabilidad of the true classes given the predicted probabilities. A lower value of categorical cross entropy indicates better performance of the model, as it means the predicted probabilities are closer to the actual labels.

This loss function is particularly useful in scenarios with multiple classes, such as clasificación de imágenes, where each sample belongs to one and only one class. Categorical Cross Entropy is often used in conjunction with softmax activation in neural networks, as it effectively handles the probabilities that sum to one across all classes.

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