Introduction to Advanced Mathematics
MATH 2500
Winter 2021
This course is an introduction to concepts encountered in abstract mathematics that are common to most fields in mathematics. Topics covered include: logic, set theory, functions, relations, cardinality, mathematical induction, algebraic structures and the real number system. Optional topics may be included based upon the discretion of the instructor. There will be an emphasis in writing formal mathematical proofs.
Introduction to Advanced Mathematics - MATH 2500
The Foundations of Mathematics by
Finally there's an easy-to-follow book that will help readers succeed in the art of proving theorems. Sibley not only conveys the spirit of mathematics but also uncovers the skills required to succeed. Key definitions are introduced while readers are encouraged to develop an intuition about these concepts and practice using them in problems. With this approach, they'll gain a strong understanding of the mathematical language as they discover how to apply it in order to find proofs.
Call Number: AVAILABLE FOR PURCHASE ONLINEISBN: 9780470085011Publication Date: 2008-04-07
- Demonstrate an understanding of the rigorous language of mathematics.
- Ability to prove theorems in the topics of study.
- Have a working knowledge in topics common to most mathematical fields: logic, set theory, functions, relations, mathematical induction, and algebraic structures.
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