| 1. | Call a set of integers fat if each of its elements is at least as large as its cardinality .
称一个整数的集合为饱和的，如果它的每一个元素都至少不小于其基数。 |
| 2. | Action for iterating over a fixed set of integer values
）清单2显示了对一组固定整数值进行迭代的 |
| 3. | Enumeration represents a set of integer properties that describe visual style elements
枚举表示一组描述视觉样式元素的整数属性。 |
| 4. | Visual styles use a set of integer values to describe some properties of the elements defined by a style
视觉样式使用一组整数值来描述样式定义的元素的一些属性。 |
| 5. | You can then treat each named value as an instance of that class , providing you with compile - time type safety that a named set of integers can t
然后，可以将每个指定的值看作是那个类的一个实例，这为您提供了指定的整数集合所无法提供的编译时类型安全。 |
| 6. | Solomon ( 1975 ) introduced the concept of random walk in a random environment , proved the existence of the model on the set of integers , and obtained its limit theorems
Solomon ( 1975 )引进了随机环境中随机游动的概念，在整数集上证明了该模型的存在性，并得到了它的极限定理。 |
| 7. | By choosing the tune scale to be the set of real numbers , it yields a differential equation , and by choosing the time scale to be the set of integers , it yields a difference equation
如果选择时间模是实数集r ，它就是通常的微分方程；如果选择时间模是整数集z ，那么它就是差分方程了。 |
| 8. | For example , you can declare an enumeration for a set of integer constants associated with the days of the week , and then use the names of the days rather than their integer values in your code
例如，可以为一组与一周中的七天相对应的整数常数声明一个枚举，然后在代码中使用这七天的名称而不是它们的整数值。 |
| 9. | However , since there are many other time scales that just the set of real numbers or the set of integers , we can study the dynamic equation on all kinds of time scales at the same time
又由于时间模又有好多类，因此我们研究一个动力学方程就不单单是研究微分方程和差分方程，而是给出一个时间模，就研究了一类方程。 |
