30. März 2026 bis 2. April 2026
Main LMU Physics Building
Europe/Berlin Zeitzone

Liste der Beiträge

33 von 33 angezeigt
  1. Immanuel Bloch
    30.03.26, 09:30
  2. Michael Knap
    30.03.26, 10:00
  3. Leticia Tarruell
    30.03.26, 11:00
    Talk
  4. Dima Abanin
    30.03.26, 11:30
    Talk
  5. Roland Farrell
    30.03.26, 13:30
    Talk
  6. Julian Schuhmacher
    30.03.26, 14:00
  7. Philipp Preiss
    30.03.26, 15:00
    Talk

    Understanding strongly correlated many-fermion systems remains one of the central open challenges in condensed matter physics. Quantum gas microscopes have enabled major advances in this direction by providing analog quantum simulators with single-site- and single-atom-resolved control and detection. However, compared to digital quantum information processors, analog platforms remain limited...

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  8. Umberto Borla
    30.03.26, 15:30
    Talk

    False vacuum decay is a prominent phenomenon relevant to elementary particle physics and early-universe cosmology. Understanding its microscopic dynamics is currently a major challenge and research thrust. Recent advances in numerical techniques allow for the extraction of related signatures in tractable systems in two spatial dimensions over intermediate timescales. Here, we focus on the 2 +...

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  9. Nikita Astrakhantsev
    30.03.26, 16:00
  10. Antoine Browaeys
    31.03.26, 09:30
    Talk
  11. Hannes Pichler
    31.03.26, 10:00
    Talk
  12. Jake Covey
    31.03.26, 11:00

    Arrays of neutral atoms in optical tweezers are an excellent setting for simulating the dynamics of quantum matter. Programmable control over each atom and their interactions in the array offers new capabilities for compiling Hamiltonians that are not amenable to direct analog simulations with global control, and it offers the possibility to perform simulations at the logical level to obviate...

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  13. Federica Surace
    31.03.26, 11:30
    Talk
  14. Johannes Zeiher
    31.03.26, 13:30
    Talk
  15. Henrik Dreyer
    31.03.26, 14:00
    Talk
  16. Florian Marquardt
    31.03.26, 15:00
    Talk
  17. Dries Sels
    31.03.26, 15:30
  18. Sebastian Paeckel
    31.03.26, 16:00
  19. Sasha Geim
    01.04.26, 09:30
    Talk
  20. Ruben Verresen
    01.04.26, 10:00
    Talk
  21. Richard Kueng
    01.04.26, 11:00
    Talk

    Learning properties of quantum states from measurement data is a fundamental challenge in quantum information. The sample complexity of such tasks depends crucially on the measurement primitive. While shadow tomography achieves sample-efficient learning by allowing entangling measurements across many copies, it requires prohibitively deep circuits. At the other extreme, two-copy measurements...

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  22. Andreas Elben
    01.04.26, 11:30
    Talk
  23. Álvaro Alhambra
    01.04.26, 15:30
    Talk
  24. Ethan Lake
    01.04.26, 16:00
    Talk
  25. Ulrich Schneider
    02.04.26, 09:30
    Talk
  26. Lev Vidmar
    02.04.26, 10:00
    Talk
  27. Sebastian Will
    02.04.26, 11:00
    Talk
  28. Ana Hudomal
    02.04.26, 11:30
    Talk
  29. Rahul Trivedi
    02.04.26, 13:30
    Talk

    Projected entangled pair states (PEPs) describe area law states that are believed to be ground states of gapped Hamiltonians in 2 and higher dimension. I will present a few results concerning a class of PEPs which additionally satisfy an injectivity condition - these PEPs can describe states that are not topologically ordered but are still ground states of gapped local Hamiltonians. First, I...

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  30. Benedikt Placke
    02.04.26, 14:00
    Talk

    We propose using quantum computers in conjunction with classical machine learning to discover instances of interesting quantum many-body dynamics. Concretely, an “interest function” is defined for a given circuit (family) instance that can be evaluated on a quantum computer. The circuit is then adapted by a classical learning agent to maximize interest. We illustrate this approach using two...

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  31. Hongzheng Zhao
    02.04.26, 15:00
    Talk
  32. Giovanni Cataldi
    02.04.26, 15:30
    Talk

    Non-Abelian lattice gauge theories provide a setting where local constraints reshape far-from-equilibrium quantum many-body dynamics and can obstruct thermalization.
    In a (1+1)D SU(2) lattice gauge theory with dynamical matter, three non-ergodic phenomena are identified, each with a different origin. In regimes where the gauge-invariant dynamics is otherwise ergodic, low-overhead...

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