Quantum algorithm solves regularized Wasserstein proximal operator via Schrödingerization of Cole-Hopf transformed heat equations with O(d N_x T log²(1/ε)) query complexity.
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Schrödingerization-based quantum linear systems solver using LCHS and block preconditioning for near-optimal query complexity.
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Schr\"odingerization based quantum algorithms for regularized Wasserstein proximal operators
Quantum algorithm solves regularized Wasserstein proximal operator via Schrödingerization of Cole-Hopf transformed heat equations with O(d N_x T log²(1/ε)) query complexity.
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Schr\"odingerization for quantum linear systems problems with near-optimal dependence on matrix queries
Schrödingerization-based quantum linear systems solver using LCHS and block preconditioning for near-optimal query complexity.