具有一个和两个熵源的量子随机数发生器

G. Shaw, S. Sivaram, A. Prabhakar
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引用次数: 2

摘要

量子随机数发生器(qrng)是量子密钥分发(QKD)系统的重要组成部分。为了更好地理解固有的物理过程,我们比较了两种不同方案产生的随机数,一种是基于熵(光子到达时间),另一种是基于额外的熵源(空间),即来自弱相干源的光子到达时间在门控InGaAs单光子探测器上的路径叠加。这两个实验都产生了看似随机的比特。然而,它们满足不同的随机性标准。弱相干源具有泊松分布,提取光子在门控SPD上到达时间的变化会产生随机数源,这些随机数可以通过大多数Dieharder测试。通过加入叠加,我们得到了通过所有diehard测试的随机数。两个实验中随机数的物理来源是不同的,一个是基于单熵源的,另一个是基于双熵源的,这反映在随机性检验的结果不同上。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Quantum Random Number Generator with One and Two Entropy Sources
Quantum random number generators (QRNGs) are an integral part of quantum key distribution (QKD) systems. To better understand the inherent physical processes, we compare the random numbers generated by two separate schemes, one is based on entropy (arrival time of photons) and another with an additional source of entropy (space) i.e, path superposition of arrival time of photons from a weak coherent source on a gated InGaAs single photon detector. Both experiments yield bits that appear random. However, they satisfy different criteria of randomness. The weak coherent source has a Poissonian distribution and extracting the variation about the arrival time of photons on gated SPD yields a source of random numbers that pass most of the Dieharder Tests. With the inclusion of superposition, we obtain random numbers that pass all the Dieharder tests. The physical origins of the random numbers in the two experiments is different, one is single entropy source based and other one is two entropy source based, and this is reflected in the outcomes of the different tests for randomness.
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