2021
DOI: 10.48550/arxiv.2111.10981
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Generation of spectrally factorable photon pairs via multi-order quasi-phase-matched spontaneous parametric downconversion

Abstract: For advanced quantum information technology, sources of photon pairs in quantum mechanically factorable states are of great importance for realizing high-fidelity photon-photon quantum gate operations. Here we experimentally demonstrate a technique to produce spectrally factorable photon pairs utilizing multi-order quasi-phase-matching (QPM) conditions in spontaneous parametric downconversion (SPDC). In our scheme, a spatial nonlinearity profile of a nonlinear optical crystal is shaped with current standard po… Show more

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Cited by 3 publications
(3 citation statements)
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“…The first one is to modulate the poling order, that is, lower-order poling in the middle and higher-order poling at the sides of the crystal. [34,35] The second one is to modulate the duty cycle with a near-ideal Gaussian error function, [36,37] which could be realized using the machine-learning framework method. [38] Noted that machine learning technology is developing in many fields, such as both classical device [39] and quantum ones.…”
Section: Figure 1amentioning
confidence: 99%
“…The first one is to modulate the poling order, that is, lower-order poling in the middle and higher-order poling at the sides of the crystal. [34,35] The second one is to modulate the duty cycle with a near-ideal Gaussian error function, [36,37] which could be realized using the machine-learning framework method. [38] Noted that machine learning technology is developing in many fields, such as both classical device [39] and quantum ones.…”
Section: Figure 1amentioning
confidence: 99%
“…Λ represents the poling period and A3 is the duty cycle at the 3 rd poling period. [34,35]. The second one is to modulate the duty cycle with a near-ideal Gaussian error function [36,37], which could be realized using the machine-learning framework method [38].…”
Section: (B)mentioning
confidence: 99%
“…(1) the optimization of poling order: in 2011, Branczyk et al proposed and experimentally demonstrated the first optimization design of KTP by arranging the poling order [19], and this approach was further improved by Kaneda et al in 2021 [20]. (2) the optimization of duty cycle: in 2013, Dixon et al proposed to design the duty cycle of KTP [21], which was verified experimentally in 2017 [22]; In 2019, Cui et al adopted the Adam algorithm in a machine learning framework to optimize the duty cycle [23].…”
Section: Introductionmentioning
confidence: 99%