Dresden 2026 –
wissenschaftliches Programm
QI 5: Quantum Computing and Algorithms II
Dienstag, 10. März 2026, 09:30–12:30, BEY/0137
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09:30 |
QI 5.1 |
Transcorrelated Method with Quantum Computing : Quasi-Hermitian Hamiltonian Simulation — •Cheng-Lin Hong and Werner Dobrautz
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09:45 |
QI 5.2 |
Optimal Embedded Ising Problem — •Elisabeth Lobe
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10:00 |
QI 5.3 |
Verifiable End-to-End Delegated Variational Quantum Algorithms — •Matteo Inajetovic, Petros Wallden, and Anna Pappa
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10:15 |
QI 5.4 |
Quantum algorithm for one quasi-particle excitations in the thermodynamic limit via cluster-additive block-diagonalization — •Sumeet Sumeet, Max Hörmann, and Kai Phillip Schmidt
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10:30 |
QI 5.5 |
Scalable Generic State Preparation through Tensor Cross Interpolation and Binary Trees — •Vittorio Pagni, Kevin Lively, Peter Ken Schuhmacher, and Michael Felderer
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10:45 |
QI 5.6 |
Quantum-inspired space-time PDE solver and dynamic mode decomposition — •Raghavendra Dheeraj Peddinti, Stefano Pisoni, Narsimha Rapaka, Mohamed K. Riahi, Egor Tiunov, and Leandro Aolita
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11:00 |
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30min. break
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11:30 |
QI 5.7 |
Probabilistic imaginary-time evolution on the ion-trap quantum computer — •Satoshi Ejima, Kazuhiro Seki, Benedikt Fauseweh, and Seiji Yunoki
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11:45 |
QI 5.8 |
From gradients to curvature: tensor-network Hessian-vector products for second-order Riemannian quantum circuit compression — •Isabel Nha Minh Le, Roeland Wiersema, and Christian B. Mendl
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12:00 |
QI 5.9 |
Identifying optimal non-classicality witnesses — •Martina Jung, Suchitra Krishnaswamy, Jan Sperling, Timon Schapeler, Tim Bartley, Annabelle Bohrdt, and Martin Gärttner
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12:15 |
QI 5.10 |
A hybrid learning agent approach for solving the flight trajectory optimization — •Marcel Schindler, Rouven Kanitz, and Sabine Wölk
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