Analytical theory for measurement-induced entanglement in infinite-randomness critical states. MIE decays with universal exponent (3-√5)/2; critical properties remarkably robust—contrasting sharply with clean systems.

Analytical theory for measurement-induced entanglement in infinite-randomness critical states. MIE decays with universal exponent (3-√5)/2; critical properties remarkably robust—contrasting sharply with clean systems.