BASS adapts qubit bases via single-qubit RDM eigenbases to cluster amplitudes for truncation, yielding up to order-of-magnitude state-overlap gains versus fixed-basis sparse simulation on disordered Ising circuits.
Kechedzhiet al., Effective quantum volume, fidelity, and computational cost of noisy quantum processing ex- periments, arXiv (2024), arXiv:2306.15970
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Classical solvers solve random Ising models on heavy-hex graphs efficiently, with Gurobi showing linear or weakly quadratic scaling up to 100k variables and simulated annealing showing exponential time-to-solution without cubic terms.
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Basis-Adaptive Sparse-State Simulation of Quantum Circuits
BASS adapts qubit bases via single-qubit RDM eigenbases to cluster amplitudes for truncation, yielding up to order-of-magnitude state-overlap gains versus fixed-basis sparse simulation on disordered Ising circuits.
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Classical Combinatorial Optimization Scaling for Random Ising Models on 2D Heavy-Hex Graphs
Classical solvers solve random Ising models on heavy-hex graphs efficiently, with Gurobi showing linear or weakly quadratic scaling up to 100k variables and simulated annealing showing exponential time-to-solution without cubic terms.