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# Quantum Reservoir Computing

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  1. arXiv

    A quantum reservoir network forecasts unstructured-mesh PDEs on superconducting hardware, cutting one-step and pressure-observer error by 21–43% at 26 qubits

    High-dimensional PDE forecasting on unstructured meshes has run on superconducting quantum processors for the first time. A graph autoencoder compresses mesh fields into a low-dimensional latent state, a fixed, untrained quantum reservoir network supplies features, and a classical linear readout predicts the next state; on a 33,824-cell cylinder flow and a Gray–Scott reaction–diffusion problem, adding those features lowers normalized root mean square error by roughly 21–43% for one-step and pressure-observer prediction against a linear baseline on the same latent space, with the pressure observer demonstrated only on the 26-qubit cylinder configuration and the 52-qubit hardware used for Gray–Scott one-step forecasting.

  2. arXiv

    Two-qutrit steering detection turns to correlation-enhanced quantum reservoirs: unseen Werner-state accuracy reaches 96%, and new steerable partially entangled states are flagged

    Deciding whether a mixed two-qutrit state is steerable has relied on semidefinite programming over a finite measurement set, and that does not necessarily carry over to a different state family. Correlation-enhanced quantum reservoir processing (CEQRP) adds two-body spin-correlation readouts from a spin-1 reservoir to the feature vector, letting logistic regression reach high accuracy on unseen Werner and isotropic states. With training augmented by samples certified by two steering criteria, classifiers flagged partially entangled states whose steerability semidefinite programming then independently confirmed using seven projective measurement settings.

  3. Trapped-ion quantum memristor reservoir reaches degree-100 monomials while classical echo state networks stall past 40

    A numerical study builds a reservoir-computing system from three-level quantum memristors on a trapped ion, using Born-rule nonlinearity, quantum coherences and feedback memory to process classical time series. Two coupled quantum memristors with two chip passes keep test MSE below 10^-2 on monomial targets xd up to d=100, at the cost of raising readout weights to 50, while classical echo state networks fail beyond about d=40 even at 2000 nodes. On memory-dominated tasks such as NARMA10, the reservoir only matches minimal classical networks.

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