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binary sequence造句

"binary sequence"是什么意思   

例句与造句

  1. Research of almost perfect punctured binary sequence pairs
    几乎最佳屏蔽二进序列偶的研究
  2. Prbs pseudo - random binary sequence
    伪随机二进制序列
  3. Pseudo random binary sequence
    伪随机二元序列
  4. Many researches have been done to create pseudo - random binary sequence which can be a substitute of conventional sequence
    但传统序列存在数量少,周期短等缺点,使通信系统性能不尽如人意。
  5. The method encrypts the copyright information into binary sequence for repeated embedding and the intensity of watermarking can be set by the user
    即将版权信息加密成二进制序列,重复嵌入文本中,水印嵌入的强度由用户决定。
  6. It's difficult to find binary sequence in a sentence. 用binary sequence造句挺难的
  7. The function of the assembler is to change assembly language to binary sequence , which makes it easier for the user to program with the chip
    汇编器将芯片的汇编语言转换为芯片可以执行的二进制代码,使芯片的应用者不必使用二进制代码进行开发。
  8. From the point of view of a computer scientist , all software consists of a sequence of 1 s and 0 s , and , therefore , all text and text fragments consist of binary sequences
    从计算机科学家的角度看,所有软件都是由1和0组成的,因此所有文字和文字段落都是由二进制序列组成的。
  9. 3 . a fast algorithm is proposed for computing the linear complexity of a binary sequence with period p ? and generalized one for determining the linear complexity of a sequence with period pfl over gf ( q )
    提出了一个计算周期为p ~ n的二元序列的线性复杂度的快速算法,并推广为确定gf ( q )上周期为p ~ n的序列线性复杂度的快速算法。
  10. 4 . a fast algorithm for computing the linear complexity and the minimal polynomial of a binary sequence with period t ? m is proposed , and generalized one for determining the linear complexity of a sequence with period pmqfl over gf ( q )
    提出确定周期为2 ~ np ~ m的二元序列的线性复杂度和极小多项式的一个快速算法,并推广为计算gf ( q )上周期为p ~ mq ~ n序列的线性复杂度和极小多项式的快速算法。
  11. Chebyshev map is a one ? imension chaotic map which has simple iteration equation easy to be realized , and extremely sensitive on initial conditions , in this thesis we use various quantization functions to generate binary sequences for ds ? s and multilevel sequences for fh ? s
    Chebyshev混沌映射是一种一维混沌映射,其迭代方程简单,易于实现,且对初始值极其敏感。本文通过不同的量化函数得到直扩序列和跳频序列。
  12. Among the algorithmic design , the corresponding solution to the problems of transforming from the real sequence to binary sequence and precision in the chaotic stream cipher is put forward , and more efficient algorithm and better randomness of key sequence are obtained
    在算法的设计中,我们对混沌序列密码所面临的实数序列到二进制序列的转化和精度等问题采取了相应的解决方法,从而获得较高的算法执行效率和良好的密钥序列随机性。
  13. The security of the algorithm is analyzed from the randomness , linear complexity of the chaotic sequence and the intensity of initial key . the results show the randomness of the key sequence pass the frequency test , sequential test , poker test , autocorrelation test , runs test , etc . and the total level is better than the binary sequence generated by the prng of delphi 7 . 0 , logistic chaotic system and rc4 , the linear complexity comes up to the expectation , the initial key has very strong intensity
    本文最后从混沌序列的随机性、线性复杂度和初始密钥的强度三个方面对算法进行了安全性分析,结果表明算法产生的密钥序列的随机性完全通过了频数检验、序列检验、扑克检验、自相关检验和游程检验等5种统计检验方法的检验,而且整体水平要好于delphi7 . 0中的伪随机数发生器、 logistic混沌系统和rc4三种方法产生的二进制序列,线性复杂度达到了数学期望值。
  14. This paper discussed the relation between autocorrelation and run - length of binary sequences , proved that there is no independence between autocorrelation and run - length , the autocorrelation not only determined the number of run on a period of sequence , but determined the number of run with length is one
    摘要研究二元周期序列的自相关性与游程之间的关系,证明了二者并不完全独立,序列的自相关特性不仅能决定其周期圆上游程总数,而且完全决定了长度为1的游程个数。
  15. With pseudorandom binary sequence as inspiriting signal , feedback data is collected and time - domain and frequency - domain characteristic of the steering gear is analyzed . according to the results , system delay is determined . applying predictive error identification method , by comparing the different order model , model structure and parameters of the steering gear is determined
    以伪随机二进制序列为激励信号,收集了反馈数据;利用收集的数据,对舵机进行了时域和频域特性分析;并以此为参考,确定了系统的延时量,应用预报误差的辨识方法,通过不同阶次模型间的比较,从而确定了舵机模型结构及参数。
  16. The results of author mainly includes : 1 . discussed the random evaluating indexs ? linear complexity . the author mainly discusses the linear complexity and k - error linear complexity of a binary sequence with the period n = npv ( n is a positive integer , p is an odd prime , gcd ( n , p ) = 1 ) , and show three important conclusions : a necessary and sufficient condition for lc k ( sn ) < lc ( sn ) , distributing of linear complexity about periodic sequence and a general upper bound for ( ) n 2
    作者主要取得的研究成果如下: 1 .研究了伪随机序列伪随机性评估指标?线性复杂度,主要讨论了gf ( q )上的周期为n = npv的二进制周期序列线性复杂度与k -错线性复杂度之间的关系,得到了三个有用的结论,即lck ( sn ) < lc ( sn )的充分必要条件、周期序列线性复杂度的分布和( ) klcn , ks的一个可能的下界。
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