**Day 1:**

#### Presentation 1 (time: 9:00 - 9:30): Introduction to General Relativity, overview of what's it all about; quick overview of Spacetime, Einstein's field equations, what it roughly means and what it implies. This will be the presentation that will grab the audience and make them stay.

Break (9:30 - 9:45)

#### Presentation 2 (time: 9:45 - 10:45): Introduction to vector spaces, dual spaces, coordinate transformations and tensor product spaces.

Discussion/Questions (10:45 - 11:00)

Break (11:00 - 11:15)

#### Presentation 3 (time: 11:15 - 12:15): Least action principle, Lagrangians and the formalism

Discussion/Questions (12:15 - 12:30)

##### Lunch break (12:30 - 1:15) (we gotta see if we can get funding for pizza)

#### Presentation 4 (time: 1:15 - 2:45): Einstein notation, inner products and the metric tensor, covariance and contravariance, tensor transformations, index gymnastics

Discussion/Questions (2:45 - 3:00)

#### Presentation 5 (time: 03:00 - 4:30): Special Relativity, Spacetime, 4-vectors and Minkowski space

Discussion/Questions (4:30 - 4:45):

Break (4:45 - 5:00)

#### Presentation 6 (time: 05:00 - 6:15): Manifolds, curves, tangent and cotangent spaces

Discussion/Questions (6:15 - 6:30)

**Day 2:**

#### Presentation 1 (time: 9:00 - 10:15): Tensor fields, metric tensor fields and their transformations

Discussion/Questions + break (10:15 - 10:30)

#### Presentation 2 (time: 10:30 - 12:00): Parallel transport, covariant derivative, the connection, lie dragging and the lie derivative

Discussion/Questions (12:00 - 12:15)

##### Lunch Break (12:15 - 1:00)

#### Presentation 3 (time: 1:00 - 2:30): (equivalence principle and the geodesic equation?)

Discussion/Questions + Break (2:30 - 2:45)

#### Presentation 4 (time: 2:45 - 4:15): ??? (Einstein field equations and one of the solutions for the metric?)

Discussion/Questions + Break (4:15 - 4:30)

#### Presentation 5 (time 4:45 - 6:15): ???

Discussion/Questions