由于高阶函数的可用性，确定数字是否完全的整个问题在Groovy中只需几行代码即可完成，如清单7所示。
With the availability of higher-order functions, the entire problem of determining if a number is perfect or not collapses to a couple of lines of code in Groovy, as shown in Listing 7.
介子结构波函数的旋量结构和动量结构都是完全确定的。
The spinor and momentum structures of the structure wave functions are completely determined by the theory.
这些类之间的包含与相等关系以及在函数复合运算下的封闭性质被完全确定。
The inclusion and equality relations and the closure properties under function composition operator among these classes are completely decided.
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