Expand description
§lau-quantum-topology
Topological quantum computing primitives for agent reasoning.
This crate implements:
- Anyon braiding (Fibonacci anyons, Ising anyons)
- Braid group representation (B_n generators and relations)
- Topological quantum gates from braids (CNOT, Hadamard via braiding)
- Jones polynomial computation from braids
- TQFT axioms (2D and 3D TQFT functors)
- Modular tensor categories (simple objects, fusion rules, S-matrix, T-matrix)
- Quantum dimension from fusion rules
- Application: agent reasoning as topological quantum computation
Re-exports§
pub use anyon::AnyonType;pub use anyon::Anyon;pub use anyon::FusionResult;pub use braid::Braid;pub use braid::BraidWord;pub use gates::TopologicalGate;pub use jones::jones_polynomial;pub use tqft::TQFT2D;pub use tqft::TQFT3D;pub use mtc::ModularTensorCategory;pub use mtc::FusionRule;pub use mtc::SimpleObject;