Mathematical Structures and Proofs
This course provides students with a transition from mathematics courses at the first-year level to rigorous, theoretical courses at the upper-division in which mathematical proof is emphasized. The nature and purpose of mathematical proof are examined. Many common techniques of proofs are studied and applied in analyzing a large number of elementary proofs. Students spend a considerable amount of time analyzing sample proofs and constructing their own proofs. No single area of mathematics will be emphasized; examples may be chosen from abstract algebra, number theory, analysis and combinatorics.
Requisites:
- Complete all of the following
- Completed the following:
- MATH104 - Integral Calculus (3)
- Completed or concurrently enrolled in at least 1 of the following:
- At least one second year Mathematics course. MATH 201 (Calculus III), MATH 205 (Calculus III and IV) or MATH 221 (Linear Algebra) are recommended.
- Completed the following: