Cross-entropy vs. squared error training: a theoretical and experimental comparison
By Pavel Golik, Patrick Doetsch, Hermann Ney. 2013
247 citations recorded by the source corpus.
Subfields: Artificial Intelligence
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Artificial Intelligence
- Stefano Soatto
- Hermann Ney
- Ralf Schlüter
- Alessandro Achille
- Avinash Ravichandran
- Aditya Golatkar
- Marzia Polito
- Yoshua Bengio
Citations in the corpus
- Mixed-Privacy Forgetting in Deep Networks (2020, methodology): “To train the user weights we use a mean square error (i.e., L 2 ) loss [23, 34, 17]: where y is a one-hot encoding of the class label.”
- Multi-head CNN-RNN for multi-time series anomaly detection: An industrial case study (2019, methodology): “As architectures are designed for a binary classifi-cation task, Binary cross-entropy [80] loss function is used.”
- Large-Scale Transportation Network Congestion Evolution Prediction Using Deep Learning Theory (2015, methodology): “This is because that the cross-entropy indicates the distance between the probability distributions of computed outputs and target outputs, and thus it is preferable to using mean squared error for a neural network classifier with binary values [27].”
- Evaluation of Neural Architectures Trained with Square Loss vs Cross-Entropy in Classification Tasks (2020, background): “ess of squared-error versus cross-entropy in estimating posterior probabilities with small neural networks, five or less nodes in each layer, and argued that cross-entropy had a performance advantage. Golik et al. (2013) provided a comparison of cross-entropy and squared error training for a hybrid H”
- RASR/NN: The RWTH neural network toolkit for speech recognition (2014, methodology): “While the binary format is more efficient, the XML format makes it easy to debug and analyze models as well as to import models from other neural network software.”
- NIMA: Neural Image Assessment (2017, background): “Yet, it has been shown that for ordered classes, the classification frameworks can outperform regression models [21], [31].”