threshold-computers: a family of machines built from ternary threshold gates, with the paper on universal construction and exact self-reproduction
4a3e194 | cff-version: 1.2.0 | |
| title: "threshold-computers: a family of threshold-logic machines" | |
| message: "If you use this artifact, please cite it as below." | |
| type: software | |
| authors: | |
| - family-names: Norton | |
| given-names: Charles | |
| repository-code: "https://huggingface.co/phanerozoic/threshold-computers" | |
| url: "https://huggingface.co/phanerozoic/threshold-computers" | |
| abstract: >- | |
| Networks of McCulloch-Pitts threshold units with weights in {-1, 0, 1} and | |
| integer thresholds, including a SUBLEQ host with memory-mapped tape and | |
| output devices, a universal constructor and an exactly self-reproducing | |
| instance, and an interpreter for ternary threshold netlists held in its own | |
| state. | |
| keywords: | |
| - threshold logic | |
| - McCulloch-Pitts networks | |
| - ternary weights | |
| - universal constructor | |
| - self-reproduction | |
| - neuromorphic computing | |
| license: MIT | |
| references: | |
| - type: article | |
| title: >- | |
| Universal Construction and Exact Self-Reproduction in Ternary | |
| McCulloch-Pitts Networks | |
| authors: | |
| - family-names: Norton | |
| given-names: Charles | |
| year: 2026 | |