Previously limited by scalability, dependable benchmarks assessing computational methods beyond simple approximations are now ...

Suppressing errors during qubit manipulation invariably demands increased energy expenditure from the controlling device.

Sharp new inequalities refine existing bounds on matrix logarithms, achieving a demonstrably optimal coefficient in tracing ...

Before now, the Jaynes-Cummings Hamiltonian described energy levels increasing linearly, like climbing evenly spaced stairs.

Errors as small as one in a thousand are now attainable when modelling complex light interactions, a marked improvement over ...

Lowering mean energy doesn’t guarantee finding better solutions in computation, a single layer of QAOA reduced energy from 1.

Achieving 99. 76% accuracy on a quantum operation whilst operating at lower energy levels was previously considered mutually ...

Automated validation now extends to quantum simulations involving 256 system qubits, a threshold previously intractable for ...

Optimized squeezing improves upon previous methods by preserving both the turbulence induced diversity order *and* leading ...

A decoding fidelity approaching a universal function of system aspect ratio defies expectations for quantum error correction, ...

A topological phase’s gravitational anomaly can now be measured with approximately 1% accuracy using just 96 qubits, a feat ...

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