Most Post-Quantum Cryptography Swaps One Computational Bet For Another.
The dominant approach to quantum-resistant encryption—lattice-based cryptography—replaces factoring and discrete-log problems with a different class of hard matrix problems. It’s a reasonable bet, but it remains a computational one: security that holds only until a faster algorithm or larger quantum computer emerges.
LSCO explores a fundamentally different foundation: information-theoretic security where guarantees do not rely on computational hardness—quantum or otherwise. By replacing probabilistic fluid models with spatial geometry, we construct cryptographic systems that cannot be broken by compute scale.