1. Course Background & Purposes

Background required: Riemannian geometry

Purpose: To provide an introduction to the theory of Riemannian holonomy groups and

G-structures, Relatives to calibrated geometry and gauge theory.

 

2. Course Outline & Descriptions

Topics:

1. General theory of G-structures and Riemannian holonomy

2. Complex geometry, Kahler geometry, Calabi-Yau geometry

3. Four dimensions; Quaternionic geometries

4. Exceptional geometries (₂and Spin(7) )

 

3. Registration: https://forms.gle/A9qDHv22pVAumDBv8

 

4. Join the course remotely:

 

3/15 Introduction to Holonomy and G-structures

3/17 Introduction to Holonomy and G-structures

3/22 Introduction to Holonomy and G-structures
3/24 Introduction to Holonomy and G-structures
3/29 Introduction to Holonomy and G-structures

3/31 Introduction to Holonomy and G-structures

4/05 Introduction to Holonomy and G-structures

4/07 Introduction to Holonomy and G-structures

4/12 Introduction to Holonomy and G-structures

4/14 Introduction to Holonomy and G-structures

4/19 Introduction to Holonomy and G-structures

4/21 Introduction to Holonomy and G-structures

4/26 Introduction to Holonomy and G-structures

4/28 Introduction to Holonomy and G-structures

5/03 Introduction to Holonomy and G-structures

5/05 Introduction to Holonomy and G-structures