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Computational Complexity of Present Schemes of Reverse Reconciliation Continuous Variable Quantum Key Distribution

机译:反向对帐连续变量量子密钥分配方案的计算复杂度

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摘要

The continuous variable quantum key distribution has been considered to have the potential to provide high secret key rate. However, in present experimental demonstrations, the secret key can be distilled only under very small loss rates. Here, by calculating explicitly the computational complexity with the channel transmission, we show that under high loss rate it is hard to distill the secret key in present reverse reconciliation continuous variable scheme and one of its advantages,the potential of providing high secret key rate, may therefore be limited. To overcome this problem,new protocols need to be explored.
机译:连续可变量子密钥分配已被认为具有提供高秘密密钥率的潜力。但是,在当前的实验演示中,仅在非常小的丢失率下才能提取密钥。在这里,通过显式地计算信道传输的计算复杂度,我们表明,在高丢失率下,在当前反向对帐连续变量方案中很难提取密钥,并且其优势之一是提供高密钥率的潜力,因此可能受到限制。为了克服这个问题,需要探索新的协议。

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