这里体现了斐波纳契数列结果。
你会惊讶斐波纳契数列如何提供支撑的。
如果对大的斐波纳契数列(比如说12)使用这段代码，将会看到长时间的滚动输出。
If you run this code with a larger number for the Fibonacci sequence index (say, 12), you'll end up watching output scroll by for a long time.
清单10显示了在计算第四个斐波纳契数列时上一篇文章中的PHPfibonacci生成器的跟踪。
Listing 10 shows a trace of the PHP Fibonacci generator from a previous article as it calculates the fourth Fibonacci number.
斐波纳契，它是波纳契的儿子，波纳契是它父亲的名字，听上去是个友好的男人不是吗，谁知道斐波纳契数列？
Which actually is son of bonacci which is the name of his father who was apparently a very friendly guy. First of all, does anyone know what a Fibonacci number is? Wow.
为了测试这段初步的日志记录代码，我将使用一个精巧的递归方法，它是斐波纳契数列计算的一个实现，如清单4 所示。
To test this preliminary logging code, I'll use a nicely recursive method, an implementation of the Fibonacci sequence calculation, as shown in Listing 4.
这些序列是以创造物的设计工具为基础，通过对斐波纳契数列的应用，可以找到引人入胜的图案，是玛雅历法的重要数字：20，13和18。
This sequencing is a fundamental design tool of Creation Spectacular patterns are found by applying the Fibonacci spiral to key numbers of the Mayan calendar: 20, 13 and 18.
自然级数遵照一在西方普及的如“斐波纳契级数”那样的数列。
The natural progression follows a series that is popularized in the West as the "Fibonacci series".
我发现的第一件事情是610是创造性几何学斐波 纳 契级数数列的部分。
The first thing I discovered was that 610 is part of the Fibonacci series of creational geometry.
我发现的第一件事情是610是创造性几何学斐波 纳 契级数数列的部分。
The first thing I discovered was that 610 is part of the Fibonacci series of creational geometry.
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