MATH 734: Commutative Algebra II
Important: For the most up-to-date information, refer to the official George Mason Course Catalog
General Information
Credits: 3
Description:
Continuing the study of commutative Noetherian rings and their modules from Commutative Algebra I, this course is designed to cover the topics after which one could do research in commutative algebra and follow most talks at a standard conference or special session in the field. Topics include regular sequences, Cohen-Macaulay rings, Gorenstein rings, regular local rings, complete local rings, injective dimension, graded rings and modules, the Koszul complex, the canonical module, and local cohomology.Offered by Mathematics. May not be repeated for credit.
Recommended Prerequisite: MATH 725 and MATH 726 (can be taken concurrently)
Registration Restrictions:
Required Prerequisites: (MATH 621B- and 724B-).
B- Requires minimum grade of B-.
Enrollment limited to students with a class of Advanced to Candidacy, Graduate or Non-Degree.
Students in a Non-Degree Undergraduate degree may not enroll.
Schedule Type: Lecture
Grading:
This course is graded on the Graduate Regular scale.
This course is graded on the Graduate Regular scale.