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Benchmarking Predictive Coding Networks -- Made Simple
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In this work, we tackle the problems of efficiency and scalability for predictive coding networks (PCNs) in machine learning. To do so, we propose a library, called PCX, that focuses on performance and simplicity, and use it to implement a large set of standard benchmarks for the community to use for their experiments. As most works in the field propose their own tasks and architectures, do not compare one against each other, and focus on small-scale tasks, a simple and fast open-source library and a comprehensive set of benchmarks would address all these concerns. Then, we perform extensive tests on such benchmarks using both existing algorithms for PCNs, as well as adaptations of other methods popular in the bio-plausible deep learning community. All this has allowed us to (i) test architectures much larger than commonly used in the literature, on more complex datasets; (ii)~reach new state-of-the-art results in all of the tasks and datasets provided; (iii)~clearly highlight what the current limitations of PCNs are, allowing us to state important future research directions. With the hope of galvanizing community efforts towards one of the main open problems in the field, scalability, we release code, tests, and benchmarks. Link to the library: https://github.com/liukidar/pcx
Forward citations
Cited by 4 Pith papers
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Recursive Gaussian Processes and the Bayesian Brain
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A predictive coding model of the neocortex recalls individual MNIST examples only when trained on a tiny batch; training on the full dataset preserves semantic reconstruction but degrades episodic recall.
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Bio-Inspired Artificial Neural Networks based on Predictive Coding
A lecture notes column that teaches Predictive Coding, a local learning rule for neural networks, and links it to backpropagation and the Kalman Filter.
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Bridging Predictive Coding and MDL: A Two-Part Code Framework for Deep Learning
A theoretical framework claims that predictive coding performs block-coordinate descent on a two-part code objective and bounds true risk by empirical risk plus codelength divided by sample size.
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