![]() |
MTH435: Mathematical Analysis and Topology I Fall 2017 |
General Information Course Goals Course Schedule Assignments ![]() |
General Information
Instructor: Tom Sharland
This course will be relatively fast-paced, so in order to keep up with the material, you should be prepared to spend sufficient time outside of class attempting practice problems and reading and understanding your notes and textbook. Textbook: Introduction to Real Analysis by Bartle and Sherbet (4th Ed.). Prerequisites: MTH215, MTH243 and MTH307 (or permission of the instructor).
Homework: Homework will be assigned weekly. Each assignment will be split into (up to) 3 parts. Part A will be simpler questions, which you may find useful with solving the later questions and may also appear on the weekly quiz (more later). Part B will consist of the questions to be submitted for credit. Part C are harder questions and may go beyond the scope of the course. Tackle these if you want a challenge or are interested in learning more.
Quizzes: These will take place weekly and will be based on the homework. Knowledge Check: Each week there will be a reading assignment. To check this is being done, a weekly knowledge check will take place. This will be a quick check that you know a definition or statement from this (or previous) weeks reading. For example, you may be asked to give the definition of a convergent sequence or the statement of the monotonic sequence theorem. Grade breakdown: The grading scheme will be as follows:
|