Search Results - "Zhang, Yingshan"

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  1. 1

    Tunable coupling of widely separated superconducting qubits: A possible application toward a modular quantum device by Zhao, Peng, Zhang, Yingshan, Xue, Guangming, Jin, Yirong, Yu, Haifeng

    Published in Applied physics letters (18-07-2022)
    “…In addition to striving to assemble more and more qubits in a single monolithic quantum device, taking a modular design strategy may mitigate numerous…”
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    Performing SU ( d ) Operations and Rudimentary Algorithms in a Superconducting Transmon Qudit for d = 3 and d = 4 by Liu, Pei, Wang, Ruixia, Zhang, Jing-Ning, Zhang, Yingshan, Cai, Xiaoxia, Xu, Huikai, Li, Zhiyuan, Han, Jiaxiu, Li, Xuegang, Xue, Guangming, Liu, Weiyang, You, Li, Jin, Yirong, Yu, Haifeng

    Published in Physical review. X (01-05-2023)
    “…Quantum-computation architecture based ond-level systems, or qudits, has attracted considerable attention recently due to their enlarged Hilbert space…”
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  5. 5

    Orthogonal arrays obtained by repeating-column difference matrices by Zhang, Yingshan

    Published in Discrete mathematics (01-01-2007)
    “…In this paper, by using the repeating-column difference matrices and orthogonal decompositions of projection matrices, we propose a new general approach to…”
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    Negative-Inductance Superconducting Quantum Interference Device With Energy Dissipation of 1.38 zJ/bit Measured by Inductively Coupled Coplanar Waveguide Resonator by Li, Hao, Liu, Jianshe, Cai, Han, Liu, Qichun, Zhang, Yingshan, Li, Gang, Chen, Wei

    “…High energy-efficient superconducting circuits are increasingly desirable for information technology. Negative-inductance superconducting quantum interference…”
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    Orthogonal Arrays for the Estimation of Global Sensitivity Indices Based on ANOVA High-Dimensional Model Representation by Wang, Xiaodi, Tang, Yincai, Zhang, Yingshan

    “…We present an efficient new approach to estimate global sensitivity indices based on ANOVA high-dimensional model representation. The method makes use of the…”
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    Orthogonal arrays obtained by generalized difference matrices with g levels by Zhang, YingShan, Li, WeiGuo, Mao, ShiSong, Zheng, ZhongGuo

    Published in Science China. Mathematics (2011)
    “…Nowadays orthogonal arrays play important roles in statistics, computer science, coding theory and cryptography. The usual difference matrices are essential…”
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  10. 10

    Imidazolium ionic liquid-enhanced poly(quinine)-modified silica as a new multi-mode chromatographic stationary phase for separation of achiral and chiral compounds by Zhou, Hang, Chen, Jia, Li, Hui, Quan, Kaijun, Zhang, Yingshan, Qiu, Hongdeng

    Published in Talanta (Oxford) (01-05-2020)
    “…In this work, a novel imidazolium ionic liquid-functionalized poly(quinine)-modified silica stationary phase (Sil-PQn-MIm) was successfully synthesized via…”
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    Traveling-wave parametric amplifier–induced qubit dephasing: analysis and mitigation by Zhang, Yingshan, Xu, Huikai, Song, Yu, Xu, Yuqun, Yang, Shuang, Hua, Ziyue, Zhao, Shoukuan, Liu, Weiyang, Xue, Guangming, Jin, Yirong, Yu, Haifeng

    Published in Chip (Hong Kong) (01-12-2023)
    “…The mitigation of dephasing poses a significant challenge to improving the performance of error-prone superconducting quantum computing systems. Here, the…”
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    Orthogonal arrays obtained by generalized Hadamard product by Zhang, Yingshan, Pang, Shanqi, Wang, Yunpeng

    Published in Discrete mathematics (28-07-2001)
    “…In this paper, by using the generalized Hadamard product and the orthogonal decomposition of projection matrix, we propose a new general approach to construct…”
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    General orthogonal designs for parameter estimation of ANOVA models under weighted sum-to-zero constraints by Wang, Xiaodi, Zhang, Yingshan

    “…Traditional studies on optimal designs for ANOVA parameter estimation are based on the framework of equal probabilities of appearance for each factor's levels…”
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  14. 14

    ORTHOGONAL ARRAYS OBTAINED BY ORTHOGONAL DECOMPOSITION OF PROJECTION MATRICES by Yingshan, Zhang, Yiqiang, Lu, Shanqi, Pang

    Published in Statistica Sinica (01-04-1999)
    “…This paper studies a relationship between orthogonal arrays and orthogonal decompositions of projection matrices. This relation is used for the construction of…”
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    Further results on the orthogonal arrays obtained by generalized Hadamard product by Pang, Shanqi, Zhang, Yingshan, Liu, Sanyang

    Published in Statistics & probability letters (01-06-2004)
    “…By combining generalized Hadamard product with difference matrix and exploring the relationship between orthogonal arrays and decomposition of projection…”
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    Symmetrical Design of Experiment in Global Sensitivity Analysis Based on ANOVA High-dimensional Model Representation by Luo, Chun, Zhang, Yingshan

    “…This article reviews symmetrical global sensitivity analysis based on the analysis of variance of high-dimensional model representation. To overcome the…”
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    Normal mixed difference matrix and the construction of orthogonal arrays by Pang, Shanqi, Zhang, Yingshan, Liu, Sanyang

    Published in Statistics & probability letters (01-10-2004)
    “…We present the definitions of normal orthogonal array (OA) and normal mixed difference matrix and extend the mixed difference matrix method introduced by Wang…”
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    Feasible blocked multi-factor designs of unequal block sizes by Wang, Xiaodi, Chen, Xueping, Zhang, Yingshan

    Published in Statistics & probability letters (01-04-2018)
    “…A block design is called feasible if all the factor effects in it are estimable. This paper studies the design structures of feasible block designs when the…”
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    Superconducting Coplanar Waveguide Resonators Capable of Cofabrication with Josephson Junctions by Zhang, Yingshan, Liu, Jianshe, Zhao, Changhao, Huang, Rutian, Chen, Wei

    “…Superconducting coplanar waveguide resonators and Josephson junctions are crucial components of superconducting quantum information processing chips…”
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    A note on orthogonal arrays obtained by orthogonal decomposition of projection matrices by Pang, Shanqi, Liu, Sanyang, Zhang, Yingshan

    Published in Statistics & probability letters (15-07-2003)
    “…A method of constructing mixed-level orthogonal arrays is presented by Zhang et al. (Statist. Sinica 2, 595). It is somewhat difficult to use this method to…”
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