Lower bounds on non-local computation from controllable correlation

This project is a theoretical research artifact linked to a specific arXiv paper (v3, 2026/future-dated or typo in source, likely 2024/2025). It addresses a significant open problem in quantum information theory: characterizing the entanglement cost for general unitaries in non-local computation. While the scientific contribution is potentially a 'breakthrough' for the niche of position-based cryptography and AdS/CFT research, the project's defensibility as a software asset is minimal (Score: 2). With 0 stars and 2 forks, it functions as a reference implementation for academic validation rather than a tool with a user base or commercial moat. Frontier labs like OpenAI or Anthropic have no immediate interest in NLQC lower bounds, as this is deep physics/complexity theory far removed from LLM scaling. Platform risk is low because there is currently no market for 'Quantum Lower-Bound-as-a-Service.' The primary 'competitors' are alternative theoretical frameworks like the 'garden-hose model' or specific bounds for Clifford circuits. The value here is intellectual property and academic prestige, not software defensibility.