In mathematics you don't
understand things. You just get used to them.
-- John von Neumann, Nobel Prize winner.
- Time and Place: 5 pm TTR at 513 Smith Hall.
- Instructor: Peter Saveliev (call me Peter)
- Office: 778F Smith Hall (in the alley)
- Office Hours: M 2:00-5:00, F 2:00-3:00 (tentative), or by appointment
- Office Phone: x64639
- Home Phone: 697-7827 (9 a.m. - 8 p.m.)
email@example.com (put Math
428 as the subject)
- Class Web-Page:
good familiarity with the foundations of Calculus such as limits, continuous
functions, derivatives, integrals.
A First Course in Real Analysis by Protter and Morrey (Chapters 6-8,9,13,15,16).
- Goals: good familiarity with the foundations of
Calculus (i.e., mathematical analysis),
ability to work in the definition-theorem-proof format, some "mathematical
- Evaluation: 2 tests, final exam, weekly homework,
- Grade Breakdown:
- homework + quizzes: 40%
- 2 exams: 15% each
- final exam: 30%
- Letter Grades: A: 90-100, B: 80-89, C: 70-79, D: 60-69, F: <60
From the catalogue:
|MTH 428 - 3 - Advanced Calculus II
|A rigorous development of algebra and topology of
Euclidean spaces, differentiability and integrability of functions of
several variables. (PR: MTH 427)