Towards quantum-dot arrays of entangled photon emitters

By G. Juska, V. Dimastrodonato, L. Mereni, A. Gocalinska, E. Pelucchi. Nature Photonics, 2013

221 citations recorded by the source corpus.

To make photonic quantum information a reality1,2, a number of extraordinary challenges need to be overcome. One challenge is to achieve large arrays of reproducible ‘entangled’ photon generators, while maintaining compatibility for integration with optical devices and detectors3,4,5. Semiconductor quantum dots are potentially ideal for this as they allow photons to be generated on demand6,7 without relying on probabilistic processes8,9. Nevertheless, most quantum-dot systems are limited by their intrinsic lack of symmetry, which allows only a small number (typically 1 out of 100, or worse) of good dots to be achieved per chip. The recent retraction of Mohan et al.10 seemed to question the very possibility of simultaneously achieving site control and high symmetry. Here, we show that with a new family of (111)-grown pyramidal site-controlled InGaAs1–δNδ quantum dots it is possible to overcome previous hurdles and obtain areas with up to 15% of polarization-entangled photon emitters, with fidelities as high as 0.721 ± 0.043. An array of pyramidal site-controlled InGaAs1−δNδ quantum dots is grown on a GaAs substrate to reduce the fine-structure splitting of the intermediate single-exciton energy levels to less than 4 μeV. The quantum dots emit polarization-entangled photons at a maximum fidelity of 0.721 ± 0.043 without external manipulation of the electronic states.

Subfields: Artificial Intelligence, Atomic and Molecular Physics, and Optics

View Paper: https://www.semanticscholar.org/paper/78fdd760f48471fa042e1756ed8dbe8cea8aa57c

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Citations in the corpus

Interfacing single photons and single quantum dots with photonic nanostructures (2013, background): “The fine-structure splitting can be reduced by growing quantum dots on the highersymmetry (111) substrates (Juska et al., 2013; Kuroda et al., 2013) or by applying various tuning schemes, such as electric fields (Bennett et al., 2010).”