Abstract

We report on the first realization of time-dependent quantum detector tomography for commercially available InGaAs avalanche photo detectors. For the construction of appropriate time-dependent POVMs from experimentally measured data, we introduce a novel scheme to calculate the weight of the regularization term based on the amount of measured data. We compare our POVM-based results with the theoretical predictions of the previously developed model by Gouzien et al (2018 Phys. Rev. A 98 013833). In contrast to our measurement-based construction of a time-dependent POVM for photon detectors, this previous investigation extends a time-independent POVM to a time-dependent one by including effects of detector timing jitter and dead time on the basis of particular model assumptions concerning the inner physical mechanisms of a photon detector. Our experimental results demonstrate that this latter approach is not sufficient to completely describe the observable properties of our InGaAs avalanche photo detectors. Thus, constructing the time-dependent POVM of a detector by direct quantum tomographic measurements can reveal information about the detector’s interior that may not easily be included in time-independent POVMs by a priori model assumptions.

Highlights

  • Many applications in quantum information science such as the Boson sampling approach to quantum computing [2] or the characterization of quantum states [3] can benefit from detailed knowledge about the performance of single-photon detectors

  • We report on the first realization of time-dependent quantum detector tomography for commercially available InGaAs avalanche photo detectors

  • For the construction of appropriate time-dependent positive operator-valued measure (POVM) from experimentally measured data, we introduce a novel scheme to calculate the weight of the regularization term based on the amount of measured data

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Summary

Introduction

Many applications in quantum information science such as the Boson sampling approach to quantum computing [2] or the characterization of quantum states [3] can benefit from detailed knowledge about the performance of single-photon detectors. There are two fundamentally different approaches to detector characterization: The first approach is to thoroughly investigate all relevant effects on the measurement that arise from the detector’s components and their interplay and to develop a detailed model of the detection process. This approach can become impractical for complex detector systems. Reduced tomographic analysis can yield valuable information about the figures of merit relevant in detector characterization, such as response time, dark count rate, efficiency, wavelength or photon-number resolution [18]. The detailed knowledge of the detector timing jitter is relevant for time-bin quantum measurements in QKD or quantum state tomography [24], for example.

Time-dependent quantum detector tomography in the photon number basis
Adaptive regularization
Experimental setup
Reconstruction of time-independent POVMs
Time-dependent POVMs
Test of a detector model including dead time and timing jitter
Findings
Conclusion
Full Text
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