2025-11-25 15:24 |
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2025-11-25 13:29 |
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2025-11-25 13:16 |
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2025-11-25 13:14 |
[FZJ-2025-04668]
Conference Presentation (Invited)
Pavarini, E.
Beyond DFT: DMFT and its extensions
2025Les Houches School of Physics 2025,Novel Phases, Superconductivity and Emergent Electronic Properties in Quantum Materials, Les HouchesLes Houches, Frankreich, 28 Sep 2025 - 3 Oct 20252025-09-282025-10-03
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2025-11-25 13:13 |
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2025-11-25 10:41 |
[FZJ-2025-04664]
Preprint
Jiang, Z. ; Geisert, S. ; Ihssen, S. ; et al
Enabling full localization of qubits and gates with a multi-mode coupler
Tunable couplers are a key building block of superconducting quantum processors, enabling high on-off ratios for two-qubit entangling interactions. While crosstalk can be mitigated in idle mode, conventional single-mode couplers lack independent control over interactions in the one- and two-excitation manifolds, leading to unitary errors such as leakage during gate operations. [...]
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2025-11-25 10:22 |
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2025-11-25 10:08 |
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2025-11-25 10:00 |
[FZJ-2025-04656]
Preprint
Xu, X. ; Wang, S. ; Joshi, R. ; et al
Parity Cross-Resonance: A Multiqubit Gate
[arXiv:2508.10807]
We present a native three-qubit entangling gate that exploits engineered interactions to realize control-control-target and control-target-target operations in a single coherent step. Unlike conventional decompositions into multiple two-qubit gates, our hybrid optimization approach selectively amplifies desired interactions while suppressing unwanted couplings, yielding robust performance across the computational subspace and beyond. [...]
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2025-11-25 09:59 |
[FZJ-2025-04654]
Preprint
Xu, X. ; Kaur, K. ; Vignes, C. ; et al
Surface-Code Hardware Hamiltonian
[arXiv:2507.06201]
We present a scalable framework for accurately modeling many-body interactions in surface-code quantum processor units (QPUs). Combining a concise diagrammatic formalism with high-precision numerical methods, our approach efficiently evaluates high-order, long-range Pauli string couplings and maps complete chip layouts onto exact effective Hamiltonians. [...]
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