The algorithm extends earlier circuit methods for particular two-qubit states and was tested on examples involving up to three qubits.
Researchers describe a modular algorithm for preparing general mixed quantum states, which represent quantum systems that can contain uncertainty or mixtures of possible states, on quantum information processors. The method builds on earlier circuit protocols for particular two-qubit states.
The authors tested the approach with X and non-X mixed two-qubit states and with arbitrary random density matrices for one, two and three qubits. The abstract does not report quantitative performance measures or comparisons with other preparation methods.
Evidence and open limits
This is a journal article that presents a modular algorithm and reports tests on X and non-X mixed two-qubit states, along with arbitrary random density matrices for one, two and three qubits. The abstract does not give quantitative results, comparisons with other methods, resource requirements or performance limits, so it is not possible to assess the algorithm’s efficiency or how well it scales to larger systems from the available information.
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Quantum Information Processing · 2026 · DOI: 10.1007/s11128-026-05299-7
Authors: Lucas Friedrich, Douglas F. Pinto, Jonas Maziero
Institutions: Universidade Federal de Santa Maria, Quantum Technologies (Sweden)