I'll cover the following topics from the text: the Riemann-Stieltjes integral (Chapter 6); Sequences and Series of Functions (Chapter 7); Power Series, Special Functions and Fourier Series (Chapter 8); Functions of Several Variable (Chapter 9); and if time allows either Integration of Differential Forms (Chapter 10) or an introduction to Lebesgue integration (Chapter 11).
The choice of the last topic will probably depend on what percentage of the class has already seen differential forms (in Math 227).
There will be one midterm held in class on Friday, February, 25. This midterm will be worth 30%, the weekly homework will be worth 20% and the final will be worth 50%. In all likelihood, grades will be scaled.
You must let me know immediately during the first week of class if you plan to be absent during the exam due to a religious holiday or for another valid reason.
Homework will be assigned weekly and due on Friday's. Get it here . Late homework will not be accepted but the lowest homework grade will be dropped.