ID 原文 译文
20115 同时，使用自适应控制参数来平衡种群的勘测与收敛能力。 At the same time, the adaptive control parameters areused to balance the ability of population survey and convergence.
20116 最后，在单峰函数、多峰函数、偏移函数和高维函数的25个基准测试函数上进行测试，并同其他先进的进化算法对比，实验结果表明该文算法相较于其他算法在求解全局优化问题上达到最优效果。 Finally, the proposed algorithm is conducted on 25 benchmark functions including unimodal, multimodal, shifted and high-dimensional test functions and compared with the state-of-the-art evolutionary algorithms. The experimental results show that the proposed algorithm compared with other algorithms has the best effect on solving the global optimization problem.
20117 该文提出两类高斯整数零相关区(ZCZ)序列集的构造方法。 Two constructions of Gaussian integer Zero Correlation Zone (ZCZ) sequence set are researched.
20118 方法1以ZCZ序列集为基础，利用插零滤波法构造高斯整数ZCZ序列集，并给出了所构造的高斯整数ZCZ序列集度的计算方法。 In Construction I, the method of zero padding is implemented on the ZCZ sequence set, and then the Gaussian integer ZCZ can be obtained by the filtering operation. Furthermore, the degree of the Gaussian integer ZCZsequence set is calculated in this paper.
20119 方法2提出了两种高斯整数正交矩阵的构造方法，进而基于正交矩阵构造最优高斯整数ZCZ序列集。 In Construction II, two constructions of Gaussian integer orthogonal matrix are proposed. In addition, the optimal Gaussian integer ZCZ sequence sets are constructed based on theorthogonal matrix.
20120 该文所构造的高斯整数ZCZ序列集可以应用于准同步码多分址(QS-CDMA)、正交频分复用(OFDM)和多输入多输出(MIMO)等多种通信系统中，在抑制干扰的同时，提高系统的频谱效率。 The two classes of Gaussian integer ZCZ sequence sets presented in this paper can beapplied to many communication systems such as Quasi-Synchronous Code Division Multiple Access (QS-CDMA), Orthogonal Frequency Division Multiplexing (OFDM) and Mutiple-Input Multiple-Output (MIMO)system to suppress the interference and improve the spectrum efficiency.
20121 针对密钥协商过程中的信息泄露问题，该文综合考虑信息协商和隐私放大提出了基于安全极化码(SPC)的密钥协商方法，打通了从量化误比特率(QBER)条件到密钥中断概率(SKOP)需求的桥梁。 Focusing on the problem of information leakage in secret key agreement, combining information reconciliation and privacy amplification, a method based on Secure Polar Code (SPC) is proposed, which builds the bridge from the condition of Quantized Bit Error Rate (QBER) to the requirement of Secret Key OutageProbability (SKOP).
20122 首先，将QBER建模为加性高斯白噪声(AWGN)信道的传输误比特率(TBER)，进而将QBER优势转化为AWGN信道优势； Firstly, QBER is modeled as the Transmitted Bit Error Rate (TBER) of AdditionalWhite Gaussian Noise (AWGN) channel, so the advantage of QBER is converted to the advantage of AWGNchannel;
20123 然后，利用高斯近似计算出各极化子信道的传输错误概率，并进一步推导出安全极化码的译码误比特率上下界； Then, the TBER of each polarized sub-channel is calculated by Gaussian approximation, and theupper and lower bounds of decoded bit error rate are also derived.
20124 最后，根据密钥中断概率阈值利用遗传算法构造出合适的安全极化码实现密钥协商。 Finally, the SPC is constructed based ongeneric algorithm and SKOP threshold.