The Effect of the Number of Entangled Photons on the Number of Coincidences Rate, Bell’s Inequality and the Error Rate by the Delphi Program

SIB. Mustafa, N. Almuslet, Zienb K. Osman, Tarig H. Abdeelh, K. M. Haroun
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Abstract

Quantum cryptography is a science that relies on the use of a protocol designed to exploit quantum mechanical phenomena to achieve the secrecy of cryptographic keys. This work aimed to generate a quantum key based on polarization-entangled photon pairs; to eliminate the error by implementing the BB89 protocol using the Delphi language program in order to obtain a high degree of security. The results explain the effect of the number of EPR photons pair running from (500-10000) photons on the number of coincidences, expected error and Bell's parameter discussed as; Total coincidences of the Bell – CHSH increases with increasing of EPR pairs, and values were stable when EPR pairs were increased, there was a small random change in the expected error rate (in case of no eavesdropping).This study concludes thatTotal coincidences of the Bell and expected error are affected by the number of entangled photons.The increasing of the length of key must increase the number of EPR and decrease the Error and Bell's value must be stable.
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德尔菲程序研究纠缠光子数对符合率、贝尔不等式和错误率的影响
量子密码学是一门科学,它依赖于使用旨在利用量子力学现象的协议来实现加密密钥的保密性。本工作旨在生成基于偏振纠缠光子对的量子密钥;通过使用Delphi语言编程实现BB89协议来消除错误,以获得较高的安全性。结果解释了运行在(500-10000)光子范围内的EPR光子对的数目对所讨论的巧合数、期望误差和贝尔参数的影响为;Bell - CHSH的总符合率随EPR对的增加而增加,EPR对增加时其值保持稳定,期望错误率(无窃听情况下)有较小的随机变化。本研究的结论是,贝尔和期望误差的总符合率受到纠缠光子数量的影响。密钥长度的增加必须增加EPR个数,减小误差,贝尔值必须保持稳定。
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