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Functional Differential Geometry by Sussman, Wisom, and Farr in 2013

1. Introduction

2. Manifolds

3. Vector fields and one-form fields

4. Basis fields

5. Integration

6. Over a map

7. Directional derivatives

8. Curvature

9. Metrics

10. Hodge star and electrodynamics

11. Special relativity

A. Scheme

B. Our notation

C. Tensors