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1)  superdense coding
超密集编码
2)  supercoding
超密编码
1.
In this paper, two general quantum teleportation schemes via two different non-maximally entangled states are proposed, and including a supercoding scheme is also investigated using a partial symmetric quantum channel.
本论文提出了基于两种非最大量子受控隐形传态的方案,和一个在部分对称信道上的量子超密编码方案。
3)  dense coding
密集编码
1.
A dense coding scheme which employs non-symmetric two-particle entangled state as quantum channel is advanced.
针对非对称两粒子纠缠态作为量子通道的密集编码方案,提出了一个利用非对称多粒子纠缠态作为量子通道的方案。
2.
Drawing idea from the quantum secure direct communication(QSDC) and the dense coding,we propose a novel quantum secret sharing(QSS) scheme with high efficiency based on the GHZ states.
利用量子安全直接通信和量子密集编码的思想,本文提出一个新的基于GHZ三重态的高效量子秘密共享(QSS)方案。
3.
According to the theory that quantum entanglement can be used in quantum dense coding and increase the classical information capacity of a quantum channel, we discuss and compare the upper bound of capacity for dense coding in two case of using entangled input states and using product input states though a noiseless channel, when using a pure entanglement resource and get the result,i.
依据量子纠缠能被用来实现量子密集编码,从而增加量子信道的经典信息容量的理论,讨论并比较了在无噪信道中利用纯态纠缠源进行直积态密集编码和纠缠密集编码两种情况下的信道容量上限,得到了应用纠缠编码方式的信道容量不大于应用直积态编码方式的信道容量的结果。
4)  quantum dense coding
量子超密编码
1.
Controlled quantum dense coding via a non-maximal entangled state;
非最大纠缠信道的受控量子超密编码
5)  high-dimention superdense coding
高维超密编码
6)  controlled dense coding
受控超密编码
1.
In Chapter 4, We discuss the schemes of probabilistically controlled dense coding utilizing GHZ-class state and cluster state as quantum channel,and discuss and analyze the average amount of the sent information.
本文首先综述了相关基本知识,然后专门讨论了量子隐形传态和概率性受控超密编码。
补充资料:超超
1.谓超然出尘。 2.高高在上貌。 3.犹绰绰。 4.见"超超玄箸"。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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