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We present a scheme for a self-testing quantum random number generator.
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Since the local oscillator amplitude β \beta is completely free, if the losses are different in each arm, we can just absorb a factor into β \beta to make up for this difference
Cited in the paper.
P. Bierhorst, E. Knill, S. Glancy, Y. Zhang, A. Mink, S. Jordan, A. Rommal, Y.-K. Liu, B. Christensen, S. W. Nam, M. J. Stevens, and L. K. Shalm, “Experimentally Generated Randomness Certified by the Impossibility of Superluminal Signals,” Nature 556
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Y. Liu, Q. Zhao, M.-H. Li, J.-Y. Guan, Y. Zhang, B. Bai, W. Zhang, W.-Z. Liu, C. Wu, X. Yuan, H. Li, W. J. Munro, Z. Wang, L. You, J. Zhang, X. Ma, J. Fan, Q. Zhang, and J.-W. Pan, “Device-independent quantum random-number generation,” Nature 562
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2019
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T. Van Himbeeck and S. Pironio, in preparation (2019)
2019
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