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Real Analysis
MAT 4213-01F Summer I, 2007 Instructor: J. Iovino |
Catalog description
Continuous functions, uniform continuity; theory of differentiation; applications of the derivative to properties of functions; antiderivatives; Riemann integral; connection between differentiation and integration.Prerequisites
MAT 3213. Foundations of AnalysisTextbook
Robert G. Bartle and Donald R. Sherbert, Introduction to Real Analysis, third edition, Wiley, 1999.Evaluation
| Midterm | 20% |
| Final | 20% |
| Weekly assignments | 50% |
| Quizzes | 10% |
Your solutions must be the result of your individual work. All the University regulations regarding academic integrity apply.
The grading scale will be the standard one: A=90-100, B=80-89, C=70-79, D=60-69.
Exam dates
Midterm: Monday, June 18.Final: Monday, July 9, 1:30-4:00 pm. (See the official Schedule of final exams.)
How to contact me
Office: SB 4.02.50
Telephone: (210) 458-5531
Email: iovino at math.utsa.edu
Office hours: Tue, Wed, Thu, 4-5 pm.
Material covered
6/4: Section 4.1.6/5: Sections 4.1 and 4.3.
6/6: Section 4.3.
6/7: Section 4.2. Quiz 1.
6/11: Sections 5.1 and 5.2.
6/12: Started Section 5.3.
6/13: Finished Section 5.3.
6/14: Section 5.4.
6/15: Quiz 2. Review.
6/18: Midterm.
6/19: Discussion of the midterm. Started Section 6.1.
6/20: Section 6.1.
6/21: Section 6.2.
6/22: Quiz 3.
6/25: Section 6.3.
6/26: Section 7.1.
6/27: Section 7.1.
6/28: Section 7.2.
6/29: Section 7.2.
7/2: Finished Section 7.2.
7/3: Section 7.3.
