aiqbench analysis
The paper gives a spectral criterion for when local dissipation can prepare a system's ground state. In one dimension, sign-changing Fermi-level crossings rule out exponentially local jump operators, and higher-dimensional systems can face further obstructions. For quantum simulation researchers, this clarifies that dissipative preparation is not universally local and depends on the target Hamiltonian's spectrum, not just on time complexity.
Georgia Institute of Technology Finds Limits to Ground State Preparation

Can dissipation efficiently prepare quantum states from arbitrary initial conditions? It now appears so: short-range interactions alone suffice for localised dissipative preparation, even when translational symmetry is absent, a departure from previous methods focused on time complexity. This work reveals how specific features within a material’s energy spectrum dictate whether such efficient state engineering is possible.
Space analyticity derives a complete spectral criterion for the existence of exponentially local linear jump operators that prepare the ground state. The resulting criterion leads to a no-go theorem stating that sign-changing Fermi-level crossings exclude exponentially local linear jump operators for preparing the ground state. These crossings represent the complete obstruction in one dimension; however, additional obstructions generally arise in higher dimensions. Researchers illustrate these additional obstructions using two quadratic-band-touching models with algebraically decaying ground-state correlations. Furthermore, short-range ground state correlations, while not necessary, are sufficient. ## Spectral Properties Dictate Locality During Dissipative Ground State Preparation…
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