Home → OER Materials

Browse: Keyword: Hodge Theory

Geometry of Manifolds, Spring 2007

(Complete Item Description)

Abstract:: This is a second-semester graduate course on the geometry of manifolds. The main emphasis is on the geometry of symplectic manifolds, but the material also includes long digressions into complex geometry and the geometry of 4-manifolds, with special emphasis on topological considerations.

Subject:: Mathematics and Statistics
Grade Level:: Post-secondary
Collection:: MIT OpenCourseWare

Rate this resource by using the left and right arrow keys and pressing Enter.

Actions

Topics in Geometry: Mirror Symmetry, Spring 2009

(Complete Item Description)

Abstract:: " This course will focus on various aspects of mirror symmetry. It is aimed at students who already have some basic knowledge in symplectic and complex geometry (18.966, or equivalent). The geometric concepts needed to formulate various mathematical versions of mirror symmetry will be introduced along the way, in variable levels of detail and rigor."

Subject:: Mathematics and Statistics
Grade Level:: Post-secondary
Collection:: MIT OpenCourseWare

Rate this resource by using the left and right arrow keys and pressing Enter.

Actions

Conditions of Use

No Strings Attached
Remix and Share
Share Only
Read the Fine Print