A homotopy-type-theoretic generalization of neurosymbolic inference
Paper proposing a framework for neurosymbolic systems using homotopy type theory.
The authors develop a framework for neurosymbolic systems based on homotopy type theory, which preserves information about symmetries and distinct proofs. They prove a conservativity theorem and show that the framework exposes symmetry behind reasoning shortcuts. The proposed method is demonstrated to be better calibrated than ensemble methods on MNIST benchmarks.
Based on: A homotopy-type-theoretic generalization of neurosymbolic inference · arXiv