# Differential geometry reading list

## Texts for the course

John Baez and Javier Muniain, "Gauge Fields, Knots and Gravity",
World Scientific.
and

Lawrence Conlon, "Differentiable Manifolds", second edition,
Birkhauser Advanced Texts.

Both of the above will be on reserve at the Taylor library.

## Supplementary reading material

Chris Isham, "Modern Differential Geometry for Physicists" (second
edition), World Scientific.
A very nice introduction to topology, differentiable manifolds,
Lie groups and fibre bundles. It doesn't cover Riemannian
geometry. (The first edition is in the library, and doesn't
cover topology. The second edition is available from amazon.ca
for C$36.)

William Boothby, "An Introduction to Differentiable Manifolds
and Riemannian Geometry", Academic Press. Similar to Conlon's book.
On reserve at the Taylor library.

Barrett O'Neill, "Semi-Riemannian Geoemtry, with applications to
relativity", Academic Press. The first three chapters give a
concise treatment of the material we will cover (except for
differential forms).

R.W.R. Darling, "Differential Forms and Connections", Cambridge
University Press. Covers almost exactly the topics we will cover,
with a focus on differential forms.