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This work uses the Holstein-Primakoff mapping to run bosonic dynamics on a cloud superconducting processor with only single-qubit gates, which cuts circuit complexity. The authors also show that qubit count and Trotter step limits interact with gate infidelity and decoherence, so the practical gains depend on balancing algorithmic and hardware error budgets. For quantum readers, the useful takeaway is a reusable error-tradeoff framework for simulating bosonic models on current noisy hardware, not a demonstration of advantage over classical methods.
Quantum simulation balances algorithm errors with hardware noise

Digital quantum simulation of bosonic modes, often hindered by large Hilbert spaces, is now improved using the Holstein-Primakoff transformation on a superconducting processor.
Kelvin Yip of the University of California, Merced, and colleagues have digitally simulated bosonic systems on a cloud-based superconducting quantum processor using the Holstein-Primakoff transformation, a technique overcoming the historically large Hilbert space required for these simulations. The researchers realized the driven harmonic oscillator and the Jaynes-Cummings model on quantum hardware, systematically examining how algorithmic limitations, specifically, qubit count and time evolution steps, interact with hardware-induced errors like gate infidelity and decoherence. This work advances digital quantum simulation of systems with bosonic degrees of freedom and provides a framework applicable to more complex models. The Holstein-Primakoff transformation provides a pathway for representing a single bosonic mode using an ensemble of qubits, a technique that helps simulate complex quantum systems. This mapping allows quantum computers to emulate bosonic dynamics, a feat historically limited by the…
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