Superposition detection and QMA with non-collapsing measurements
Quantum 9, 1839 (2025).
https://doi.org/10.22331/q-2025-08-28-1839
We prove that $sf{QMA}$ where the verifier may also make a single $non-collapsing$ measurement [7] is equal to $sf{NEXP}$, resolving an open question of Aaronson [5]. We show this is a corollary to a modified proof of $sf{QMA+ = NEXP}$ [15]. At the core of many results inspired by Blier and Tapp [16] is an unphysical property testing problem deciding whether a quantum state is close to an element of a fixed basis.
Click to rate this post!
[Total: 0 Average: 0]
You have already voted for this article
(Visited 1 times, 1 visits today)
