2695 — Weakly Unique Actuator Limits Can Lose All Quadratic Energy
For (B_N(1)=e_N\in\ell^2), every fixed probe converges to zero and zero is the unique weak limit. Yet (|B_N|=1) and (B_N^*B_N=1) at every stage, while the moving probe (e_N) remains one. Weak compactness plus uniqueness does not close quadratic energy or actuator graphs.
- Packet:
research/kitaev/weakly-unique-actuator-limits-can-lose-all-quadratic-energy.md - Checker:
research/kitaev/checkers/check_weak_actuator_energy_escape.py - Results:
research/kitaev/results/weak-actuator-energy-escape.json - Sequence:
seqclaim-342b63274f74770f311c49b0
No commit or push was authorized.