This site documents an O(1) in/out symmetric carrier-set complexity result — a structural argument that one specific algebra over value/bound pairs achieves time and space complexity that does not scale with input size, while preserving the symmetry between input and output uncertainty. Formal write-up and witness proofs in development.
This site documents an O(1) in/out symmetric carrier-set complexity result — a structural argument that one specific algebra over value/bound pairs achieves time and space complexity that does not scale with input size, while preserving the symmetry between input and output uncertainty. Formal write-up and witness proofs in development.
This is a preview placeholder. The full corpus and supporting material is in active development and will appear here as it clears verification.