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Table of Contents
1 Introduction
2 Vector Spaces
3 Vector Space Arithmetic and Representations
4 Linear Transformations
5 Invertibility
6 Diagonalization
7 Inner Product Spaces and Pseudo-Invertibility
8 Conclusions
A Radiography and Tomography
B The Diffusion Equation
C Proof Techniques
D Fields.
2 Vector Spaces
3 Vector Space Arithmetic and Representations
4 Linear Transformations
5 Invertibility
6 Diagonalization
7 Inner Product Spaces and Pseudo-Invertibility
8 Conclusions
A Radiography and Tomography
B The Diffusion Equation
C Proof Techniques
D Fields.