Most of what we did in Chapters  6 and   7 was concerned with operations on two sets. In general, we may have two or three sets, as many sets as there are integers, or even more sets than that. We’ll need a new definition and special notation. In this chapter, we will introduce the notation that will allow us to keep track of these sets. The chapter includes plenty of examples and exercises (with complete solutions) as well as problems for practice.

错误:搜索内容不能为空,请输入英文关键词
错误:关键词超出字数限制,请精简
高级检索

More on Operations on Sets

  • Ulrich Daepp,
  • Pamela Gorkin

摘要

Most of what we did in Chapters  6 and   7 was concerned with operations on two sets. In general, we may have two or three sets, as many sets as there are integers, or even more sets than that. We’ll need a new definition and special notation. In this chapter, we will introduce the notation that will allow us to keep track of these sets. The chapter includes plenty of examples and exercises (with complete solutions) as well as problems for practice.