Gwak Ji-yi et al.: Introduction to Set Theory
The subject of research on the collectiveity of abstract objects for freshmen in college, called the Consulation of Introspection, is the basis of most mathematical fundamentals, along with the addition of the segues. For example, mathematical concepts like numbers, relationships and functions are defined by the concept of preordained theory, and they're used as tools to develop theories in each area of modern mathematics. So it's very important to go to college and study mathematics, and develop the ability to understand and use the exact concepts, properties and logical symbols of pre-constituency of collectiveism. Chapter 1 begins with the idea of a set, leading to a logical symbol for the rigorous expression of mathematical thought and uses it to introduce reasoning rules and phrases and uniforms. It also explains the need for a formal approach (e. g..) as a formative approach to overcome the contradiction of the Cantor synthonymism. Chapter 2 proves a set of basic theorems, based on the ZF public system, and makes sure that the sets and their operations can be derived from the Z F public system. In the third section, we're studying how to classify and divide groups of meaningful homogeneousity (yes, congregating) as means. Chapter 4 gives a strict definition of the concept of a function, which is the main component of modern mathematics, based on the ZF public domain, and then examines the main concepts involved (such as choice, singularity, warriors, etc.), and the basic properties.
Korean title: 집합론 입문
Korean author: 곽지이 외
Korean publisher: 경문사
ISBN-13: 9791160736106
