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Quantum correlations and measurements

Feb 1, 2026, 7:00 PM – Feb 6, 2026, 2:00 PM
SwissMAP Research Station Le Venex 9 CH-1865 Les Diablerets Switzerland
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Organized by

Nicolas Brunner (University of Geneva), Pavel Sekatski (University of Geneva), Roope Uola (University of Geneva), Mirjam Weilenmann (University of Geneva)

Quantum physics predicts a variety of phenomena challenging our understanding of the physical world. Among the most striking effects are quantum correlations. When distant observers perform local incompatible measurements on a shared entangled state, the resulting correlations are non-classical, in the sense of being incompatible with the predictions of classical physical. The aim of this workshop is to discuss the recent developments and future challenges in our understanding of the nature of quantum correlations, the mathematical structure of quantum measurements, and the relations between these fields of research. More particularly, the workshop aims at covering the following directions:


• Quantum correlations. Quantum correlations in general causal structures. Tools and hierarchies for detecting and characterizing quantum correlations, including inflation, high-dimensional entanglement witnesses, and communication cost of classical simulation.
• Quantum measurements. Structural developments and novel concepts, including simulation of measurements and entanglement cost of measurements. Characterization of quantum correlations using measurement theory.
• Quantum information protocols. Device-independent protocols, including quantum key distribution, randomness generation and self-testing.


We have selected a number of invited speakers who have all significantly contributed to these developments, and will also strongly encourage younger researchers to participate and present their resul

Read more

Phase III direction(s)

  • Statistical Mechanics and Random Structures
  • Spectral gap problems in non-perturbative quantum theory
  • Differential equations of Mathematical Physics
  • Holography and bulk-boundary correspondence
  • Quantum information and many body theory
  • From Field Theory to Geometry and Topology
  • Leading house

  • Co-leading house


The National Centres of Competence in Research (NCCRs) are a funding scheme of the Swiss National Science Foundation

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