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MQT Qudits: A Software Framework for Mixed-Dimensional Quantum Computing
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Quantum computing holds great promise for surpassing the limits of classical devices in many fields. Despite impressive developments, however, current research is primarily focused on qubits. At the same time, quantum hardware based on multi-level, qudit, systems offers a range of advantages, including expanded gate sets, higher information density, and improved computational efficiency, which might play a key role in overcoming not only the limitations of classical machines but also of current qubit-based quantum devices. However, working with qudits faces challenges not only in experimental control but particularly in algorithm development and quantum software. In this work, we introduce MQT Qudits, an open-source tool, which, as part of the Munich Quantum Toolkit (MQT), is built to assist in designing and implementing applications for mixed-dimensional qudit devices. We specify a standardized language for mixed-dimension systems and discuss circuit specification, compilation to hardware gate sets, efficient circuit simulation, and open challenges. MQT Qudits is available at github.com/cda-tum/mqt-qudits and on pypi at pypi.org/project/mqt.qudits.
Forward citations
Cited by 4 Pith papers
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Transversal AND in Quantum Codes
A [[6,2,2]] qutrit code with a transversal logical AND is built from a symmetric Clifford+T circuit, and concatenation yields a [[48,2,4]] code.
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Transition-aware decomposition of single-qudit gates
For any connected selection-rule graph, any single-qudit unitary decomposes into at most d(d−1)/2 allowed two-level pulses via a BFS-based QR-style algorithm.
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Probing Hadron Scattering in Lattice Gauge Theories on Qudit Quantum Computers
Proposed qudit circuits simulate meson-antimeson scattering in a spin-1 U(1) lattice gauge theory and remain accurate under realistic dephasing and depolarization noise.
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Symbolic Hamiltonian Compiler for Hybrid Qubit-Boson Processors
An automated symbolic compiler maps second-quantized fermion-boson Hamiltonians to qubit-boson gate sets, with gate counts per Trotter step that grow linearly with system size in the 1D benchmarks.
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