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Dashiell L. P. Vitullo (Aston Institute of Photonic Technologies, Aston University, Birmingham, UK)
Entanglement is a resource that enables quantum information processing operations, such as secure communication or quantum teleportation. Pairs of entangled photons are ideally suited for distributing entanglement, but the sources that generate them do so unreliably. Sources often generate the wrong number of photon pairs, which leads to failed quantum operations.Reliable sources can be made through use of entanglement swapping. Starting with two entangled pairs (four photons total), swapping is accomplished by taking one photon from each pair and fusing them together into a single "herald" photon. Measurement of the herald photon generates an electrical signal which certifies that the process was successful and that exactly one pair of entangled photons has been produced. The swapping process erases information in the quantum state about the frequency-content of the fused photons, preserving the superposition state of the remaining photon pair. Photon pairs produced in this way are ideally-suited for reliable entanglement distribution
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Prof. Andreas Osterwalder (Ecole Polytechnique Federale de Lausanne)
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Joanna Oracz (IFD UW)
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dr Michal Tomza (IFT WF UW)
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dr hab. Magdalena Stobińska (IFT WF UW)
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dr Karolina Słowik (UMK Toruń)
Unitary transformations are routinely modeled and implemented in thefield of quantum optics. In contrast, nonunitary transformations thatcan involve loss and gain require a different approach. In this theorytalk, a universal method to deal with nonunitary networks will beintroduced. An input to the method is an arbitrary lineartransformation matrix of optical modes that does not need to adhere tobosonic commutation relations. The method constructs a transformationthat includes the network of interest and accounts for full quantumoptical effects related to loss and gain. Furthermore, through adecomposition in terms of simple building blocks it provides astep-by-step implementation recipe, in a manner similar to thedecomposition introduced by Reck et al. in their seminal paper [Phys.Rev. Lett. 73, 58 (1994)] but applicable to nonunitarytransformations. Applications of the method include the implementationof positive-operator-valued measures and the design of probabilisticoptical quantum information protocols.
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dr Michał Nikodem (EIT+ Wrocław)
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mgr Joanna Oracz (IFD UW - Uniwersytet w Tybindze)
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prof. dr hab. Maciej Konacki (Nicolaus Copernicus Astronomical Center - CAMK Torun)
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dr Jolanta Domysławska (UMK Toruń)