Fibonacci

英 [ˌfɪbəˈnɑːtʃi] 美 [ˌfɪbəˈnɑːtʃi]

网络  斐波那契; 斐波那契数列; 斐波纳契; 菲波那契; 费波纳契

计算机



双语例句

  1. However, like the recursive procedure for computing Fibonacci numbers, this recursive solution requires multiple computations of the same subproblems.
    但是,就像计算斐波纳契数的递归过程一样,这个递归解需要多次计算相同的子问题。
  2. As a benchmark we've chosen a multi-process ( we use term "process" because it use fork()) application which does nothing but consecutively calculate the Fibonacci numbers with different seed values.
    我们选择了一个多进程(之所以使用术语“进程”,是因为它使用了fork())应用程序作为基准,它不做任何事情,只是连续不断地使用不同的种子数值计算Fibonacci数字。
  3. You can think of factorials in much the same way as Fibonacci sequences.
    可以用与Fibonacci序列基本相同的方式对待阶乘。
  4. The classic Haskell functions that you'll find in most tutorials are recursive math functions, such as Fibonacci functions and factorials.
    在大多数教程中可以发现的大多数经典Haskell函数都是递归的数学函数,例如Fibonacci函数和阶乘。
  5. For example, in the previous part of this series the Fibonacci function that we created could be called as a new process using the following format: PID= spawn ( fib, printfibo, [ 10]).
    举例来说,在本系列上一期文章中,可以使用以下格式将我们创建的Fibonacci函数作为新进程调用:PID=spawn(fib,printfibo,[10])。
  6. Your first Erlang program, a recursive Fibonacci function
    第一个Erlang程序,一个递归的Fibonacci函数
  7. We first get the infinite Fibonacci sequence.
    我们首先获得一个无穷的Fibonacci序列。
  8. Sequential iteration: The Fibonacci sequence code is called iteratively multiple times to match the number of workers that were executed in the SPE and Pthread tests above.
    序列迭代:多次调用Fibonacci序列代码,从而与上面的SPE和Pthread测试中执行的工作者线程匹配。
  9. Now that we have a good way to generate Fibonacci numbers, let's solve the problem.
    我们已经具备了一种很好的生成Fibonacci数的方式,让我们来解决这个问题。
  10. Fibonacci Channel Fibonacci Channels are built using several parallel trend lines.
    斐波纳契通道斐波纳契通道利用几条趋势平行线建立。
  11. Moreover, Fibonacci design method was used for structural optimum design with discrete variables.
    利用斐波那契数列的规律,提出了离散变量结构优化设计的斐波那契算法。
  12. I'll get rid of Fibonacci here, we don't want to bother looking at that again.
    我在这里会注释掉Fibonacci数,我们不想再看一遍。
  13. Generating function for Fibonacci sequence
    斐波纳契序列生成函数
  14. Combinatorial Identity Involving Generalized Fibonacci Numbers
    涉及广义Fibonacci数的组合恒等式
  15. For getting a more precise forecast, it is recommended to use other Fibonacci instruments along with the Fan.
    为了能得到一个更为精确的预报,建议和其他斐波纳契工具一起使用。
  16. In order to solve the problem, an ADRC parameter sequence is proposed, which has close relationship with the famous Fibonacci sequence.
    为了解决这一问题,通过大量仿真研究得到了与著名的菲波纳奇数列紧密相关的参数序列。
  17. It takes the number whose Fibonacci memo I want plus a memo.
    它将我想要的斐波那契数,的值加上了参数。
  18. A Novel Algorithm Based on the Generalized Fibonacci Transformations for Scrambling Video
    一种基于广义Fibonacci变换的视频置乱新技术
  19. Nobody in their right mind actually implements a recursive Fibonacci the way I did it originally.
    没有谁真的在右脑中,按我最初讲的递归方法,计算Fibonacci数列。
  20. An application layer multicast protocol based on Fibonacci series
    基于斐波那契序列的应用层组播协议
  21. Interestingly, you can get this ratio from running a Fibonacci series using any two starting values.
    有趣的是,你可以随意运行一个斐波那契序列的任何两个值得到这个比例。
  22. Parabolic movement tends to occur between the0%-to-38% and62%-to-100% Fibonacci levels in all trends.
    在所有的趋势中,抛物线运动通常发生在0%-38%和62%-100%菲波纳奇水位。
  23. This is a recursive structure for Fibonacci series, the series of10 numbers.
    这是一个递归结构求斐波那契数列中的数列中的前10个数。
  24. You remember last time we were looking at Fibonacci.
    你还记得上次我们在研究斐波那契数列吧。
  25. Just as with story sizing, Kelly uses a Fibonacci scale to assign relative business value to each story.
    随着故事规模的增大,Kelly使用斐波那契数列来将相关的业务价值分配给每个故事。
  26. I use the moving averages as described earlier as well as Fibonacci levels and then most definitely trendlines and price levels.
    我应用均线、斐波纳契数列线和明显的趋势线和价格水平线。
  27. The Perfect Unity of Logarithmic Spiral, Golden Section and Fibonacci Sequence
    对数螺线、黄金分割与斐波那契数列的完美统一
  28. The optical transmission in an one-dimension Fibonacci supper-lattice composed of right-handed and left-handed materials was investigated by means of the transfer-matrix method.
    研究了由各向异性左手化材料和右手化材料构成的平板结构,利用传输矩阵方法,确定了平板结构的透射率和反射率。
  29. Properties of the Generalized Fibonacci Sequence and Generalized Lucas Sequence
    广义Fibonacci序列和广义Lucas序列的性质