Graph theory sets hard physical limits on quantum internet reach.
- The study applies percolation theory to quantum network graphs and identifies phase-transition-like thresholds: below certain quantum memory fidelity and density levels, long-range entanglement distribution collapses entirely rather than degrading gracefully.
- This is not a conjecture but a mathematical result, meaning network architects cannot engineer around these limits with topology alone — quantum memory performance is the binding constraint on network reach.
- The findings directly challenge optimistic near-term quantum internet roadmaps, suggesting that claimed intercity or continental entanglement distribution requires memory specifications significantly beyond current hardware.
- For investors, this sharpens the investment thesis for quantum memory companies (e.g., those working on atomic, rare-earth, or spin-based memories) as the bottleneck is now formally characterized, not just assumed.
Source: Google Alert — quantum networking