Thus we proved Euclid's theorem by consideration of properties of integers only.
所以我们可以在只考虑整数性质时证明欧几里德的定理。
We can use these axioms and the usual properties of equality to establish additional properties of integers.
我们使用这些公理,以及方程的常见属性来构建整数其他的属性。
Simple properties of items can be primitive data types, such as integers and strings, or a special data type called content, which is used to store bulk data such as the bytes of a file.
简单的项属性可以是基元数据类型,例如整数或字符串,或者是称为内容的特殊数据类型,这种数据类型用于存储诸如文件字节等批量数据。
4-A Integers and rational numbers - There exist certain subsets of R which are distinguished because they have special properties not shared by all real numbers.
有一些R的子集很著名, 有一些的子集很著名,因为他们具有实数所不具备 的子集很著名 的特殊性质。 在本节我们将讨论这样的子集,整数集 的特殊性质。
4-A Integers and rational numbers - There exist certain subsets of R which are distinguished because they have special properties not shared by all real numbers.
有一些R的子集很著名, 有一些的子集很著名,因为他们具有实数所不具备 的子集很著名 的特殊性质。 在本节我们将讨论这样的子集,整数集 的特殊性质。
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