MAT 531 |
Prof. Claude LeBrun |
Grader: Daniel Brogan |
This course provides an introduction to the elementary theory of smooth manifolds.
Topics will include: vector fields, differential forms, vector bundles, Lie derivatives, Stokes' theorem, and de Rham cohomology.
Enrollment in the course is strictly limited to mathematics graduate students, except by explicit permission of the graduate program director.
Textbook:John M. Lee,Introduction to Smooth Manifolds, Second edition, Springer, 2012. |
Midterm Exam | Tuesday, Feb 27 | 11:30--12:50 pm |
Final Exam | Tuesday, May 14 | 11:15--1:45 pm |
Your grade will be based upon your performance on the homework, the mid-term, and the final exam.
The midterm will determine 25% of your course grade, while the final exam will be worth 35%. Your homework will then determine the remaining 40% of your overall course grade.
Incompletes will be granted only if documented circumstances beyond your control prevent you from taking the final exam.
Homework assignments and other useful information regarding the
course will be posted regularly
on
this web-site.
You may e-mail Prof. LeBrun by This is the best method for making appointments outside normal office hours.
STUDENT ACCESSIBILITY SUPPORT SERVICES (SASC) STATEMENT: If you have a physical, psychological, medical, or learning disability that might impact your course work, please contact the Student Accessibility Support Center, Stony Brook Union Suite 107, at (631) 632-6748 or https://www.stonybrook.edu/sasc/. They will determine, with you, what accommodations are necessary and appropriate. All information and documentation will be treated as confidential.
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