MATH 396 - Honors Analysis II
Section: 001
Term: WN 2018
Subject: Mathematics (MATH)
Department: LSA Mathematics
Credits:
4
Requirements & Distribution:
BS
Other:
Honors
Waitlist Capacity:
30
Consent:
With permission of department.
Advisory Prerequisites:
MATH 395.
Other Course Info:
W.
BS:
This course counts toward the 60 credits of math/science required for a Bachelor of Science degree.
Repeatability:
May not be repeated for credit.
Primary Instructor:

Background and Goals: Submanifolds (with or without corners) of Euclidean space, abstract manifolds, tangent and cotangent spaces, immersion/submersion theorems. Partitions of unity, vector fields and differential forms on manifolds, exterior differentiation, integration of differential forms. Stokes' theorem. deRham cohomology, Riemannian metrics, Hodge star operator and the standard vector calculus versions of Stokes' theorem.

For more information on this course, please visit the Department of Mathematics webpage

MATH 396 - Honors Analysis II
Schedule Listing
001 (LEC)
P
11738
Closed
0
 
-
MWF 2:30PM - 4:00PM
Note: Students in Math 395 (Fall term) should add to the wait list in order to receive an override. Completion of Math 295 is required. Others will require the permission of an Honors advisor.
NOTE: Data maintained by department in Wolverine Access. If no textbooks are listed below, check with the department.


ISBN: 0821851934
Differential topology, Author: Victor Guillemin, Alan Pollack., Publisher: AMS Chelsea Pub. Repr. 2010
Optional
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