The Thiele Machine – Coq-Verified Computational Model Beyond Turing
The Thiele Machine is a formally verified universal computational model the surpasses Turing machines in key ways. It's fully proven in Coq (including kernel theorems and universality containment), features a python implementation for simulation and includes hardware designs in Verilog for potential FPGA/ASIC builds. The core idea: a paradigm shift using μ-bits for stricter computation under real-world constraints, tying into physics (e.g., Noether’s theorem) and emergence in chaotic systems. The repo includes a 13-chapter thesis (PDF and sources), proofs, and tools for exploration.…
The Thiele Machine – Coq-Verified Computational Model Beyond Turing launched on January 12, 2026 with 9 votes, #1,189 of 14,584 launches that month and more than 75% of that year's launches.
What it does
A self-verifying proof that the Thiele Machine is a universal model of computation that strictly contains the Turing Machine as the degenerate case blind to its own structural axis. All open source. - sethirus/The-Thiele-Machine
In the maker’s words, at launch
The Thiele Machine is a formally verified universal computational model the surpasses Turing machines in key ways. It's fully proven in Coq (including kernel theorems and universality containment), features a python implementation for simulation and includes hardware designs in Verilog for potential FPGA/ASIC…
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