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  • Listing 7. A Fibonacci sequence in fib.hs.

    清单7. fib . hs中的Fibonacci序列。

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  • We first get the infinite Fibonacci sequence.

    我们首先获得一个无穷的Fibonacci序列。

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  • Here the Fibonacci Outgrowth is represented.

    这里体现了斐波纳契数列结果。

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  • I am testing different Fibonacci patterns now.

    现在我正在测试其它的斐波那契枝叶布局模式。

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  • The font size also corresponds to a Fibonacci number.

    字体的大小也对应于一个斐波那契数。

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  • Figure 4 shows the Fibonacci trace highlighted in vim.

    图4显示了vim中加亮的Fibonacci跟踪。

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  • Your first Erlang program, a recursive Fibonacci function.

    第一个Erlang程序,一个递归的fibonacci函数。

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  • Why are there different Fibonacci patterns among trees?

    为什么不同的树种中有不同的斐波那契布局模式存在?

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  • He then applies this to the Fibonacci sequence generator.

    他接下来将这个函数应用在斐波那契数列生成器上。

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  • A Fibonacci design is best suited to blogs and magazine layouts.

    斐波那契设计最适宜用于博客和杂志页面布局。

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  • A Fibonacci spiral, which is a close approximation of a golden spiral.

    斐波那契螺旋是黄金螺旋线的近似表达。

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  • The example he USES is a function that generates a Fibonacci sequence.

    他当时使用的例子,就是用递归生成一个斐波那契数列。

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  • The result -- the 16th element in the Fibonacci series -- is shown in Figure 2.

    其结果 ——Fibonacci系列的第 16 个元素 ——如图 2 所示。

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  • You can arrange the layout in different ways according to Fibonacci Numbers.

    你可以根据斐波那契序列的数字来安排不同的页面布局方式。

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  • 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。

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  • While counting his newborn rabbits, Fibonacci came up with a numerical sequence.

    斐波那契提出了一个数字序列计数新生兔子。

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  • Only one sheriff wasn’t in his office, so that had to be the one guarding Fibonacci.

    只有一位警长不在办公室里,所以可以肯定是他在守卫Fibonacci。

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  • Each new term in the Fibonacci sequence is generated by adding the previous two terms.

    Fibonacci序列中的每个新的项都是其前面两项相加的结果。

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  • I designed and built my own test model, copying the Fibonacci pattern of an oak tree.

    模仿橡树的斐波那契布局模式,我设计并制作了自己的测试模型。

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  • We prepared a sample PSD layout that is designed according to the Fibonacci sequence.

    我们准备了遵照斐波那契序列原则设计的PSD格式版面设计示例。

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  • The first time that fibonacci(35) was called, it took 106.857 milliseconds to execute.

    第一次调用 fibonacci(35)时,执行的时间是 106.857毫秒。

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  • The Fibonacci pattern allowed some solar panels to collect sunlight even if others were in shade.

    即使在被遮挡的情况下,斐波那契布局模式让部分太阳能电池仍然能够收集到阳光。

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  • 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。

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  • When it comes to mathmatics, you do not need to stick to well-known Golden Ratio or Fibonacci sequence.

    当谈到数学时,你无需遵循众所周知的黄金分割比率和斐波那契序列。

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  • The amazing thing is that the mathematical fractions were the same numbers as the Fibonacci sequence!

    令人惊讶的是这些分数的构成数字正是组成斐波那契数列的数字。

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  • So I was testing the Fibonacci pattern under the most difficult circumstances for collecting sunlight.

    因此我是在最不容易收集太阳光的环境下进行的斐波那契布局测试。

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  • So the first two Fibonacci Numbers are given, and each remaining number is the sum of the previous two.

    因此斐波那契数列的头两项数字是给定的,而之后的每个数字是前两项数字之和。

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  • Fibonacci Numbers at least have the virtue of creating a testable proposition; one that they appear to fail.

    斐波纳契数的优点在于至少有可测试的主张;一个看起来错了的主张。

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  • Fibonacci Numbers at least have the virtue of creating a testable proposition; one that they appear to fail.

    斐波纳契数的优点在于至少有可测试的主张;一个看起来错了的主张。

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