I'm transcribing the book while i read it, so it will take a while.

Progress

• Cover
• Introduction
• Chapter 1 Vector Bundles
  • 1.1 Basic definitions
  • 1.2 Operations on vector bundles
  • 1.3 Sub-bundles and quotient bundles
  • 1.4 Vector bundles on compact spaces
  • 1.5 Additional structures
  • 1.6 G-bundles over G-spaces
• Chapter 2 K-Theory
  • 2.1 Definitions
  • 2.2 The periodicity theorem
  • 2.3 K_G(X)
  • 2.4 Cohomology properties of K
  • 2.5 Computations of K^*(X) for some X
  • 2.6 Multiplication in K^*(X, Y)
  • 2.7 The Thom isomorphism
• Chapter 3 Operations
  • 3.1 Exterior powers
  • 3.2 The Adams operations
  • 3.3 The group J(X)
• Appendix The space of Fredholm operators