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Optimized quantum singular value thresholding algorithm based on a hybrid quantum computer 下载免费PDF全文
Yangyang Ge 《中国物理 B》2022,31(4):48704-048704
Quantum singular value thresholding (QSVT) algorithm, as a core module of many mathematical models, seeks the singular values of a sparse and low rank matrix exceeding a threshold and their associated singular vectors. The existing all-qubit QSVT algorithm demands lots of ancillary qubits, remaining a huge challenge for realization on nearterm intermediate-scale quantum computers. In this paper, we propose a hybrid QSVT (HQSVT) algorithm utilizing both discrete variables (DVs) and continuous variables (CVs). In our algorithm, raw data vectors are encoded into a qubit system and the following data processing is fulfilled by hybrid quantum operations. Our algorithm requires O[log(MN)] qubits with O(1) qumodes and totally performs O(1) operations, which significantly reduces the space and runtime consumption. 相似文献
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本介绍了用熔融法制备Bi2.2Sr1.8Ca1.05Cu2.15-xNaxO8+y(x=0,0.4~0.8)样品,发现诸样品零电阻温度都在90K左右,其中x=0.7,Tc0达到92.5K。在81K较高温区,该类样品仍然表现出良好的超导电性,其临界电流密度还达到10^3A/cm^2量级。 相似文献
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We propose a non-stationary method to measure the energy relaxation time of Josephson tunnel junctions from microwave enhanced escape phenomena. Compared with the previous methods, our method possesses simple and accurate features. Moreover, having determined the energy relaxation time, we can further obtain the coupling strength between the microwave source and the junction by changing the microwave power. 相似文献
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为了对人源含硒单链抗体酶Se-scFv-B3的底物结合部位和催化基团进行研究, 在理论预测的基础上, 通过快速定点突变法分别在2个理论预测的底物结合部位(位点1和位点2)内选定Ala180和Ala44定点突变为丝氨酸(Ser). 2个突变体蛋白经化学修饰将Ser转变成谷胱甘肽过氧化物酶(GPX)的催化基团硒代半胱氨酸(Sec)后, 前者的GPX活力达到了Se-scFv-B3的2倍多, 而后者的GPX活力没有明显提高, 这表明位点1可能是主要的底物结合部位, 与理论预测的结果一致. 相似文献
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基于约瑟夫森器件的超导量子比特 总被引:2,自引:0,他引:2
超导量子比特利用了超导约瑟夫森隧道结的非线性效应,采用了半导体集成电路的工艺,以其无能耗,大设计加工自由度,易规模化等优点而倍受注目。本文对超导量子比特的基本原理及发展过程作了简要综述。首先简要回顾了量子计算的历史,然后介绍了超导量子比特的设计及其调控,并对各种超导量子比特的消相干进行了讨论。 相似文献
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We implemented the superadiabatic population transfer within the nonadiabatic regime in a two-level superconducting qubit system. To realize the superadiabatic procedure, we added an additional term in the Hamiltonian, introducing an auxiliary counter-diabatic field to cancel the nonadiabatic contribution in the evolution. Based on the superadiabatic procedure, we further demonstrated quantum Phase and NOT gates. These operations, which possess both of the fast and robust features, are promising for quantum information processing. 相似文献