Introduction
What this guide covers
A comprehensive and rigorous analysis of homomorphisms between vector spaces, their matrix representations, base change, spectral decomposition, duality and their advanced applications in numerical methods and computer graphics.
Overview
Topics covered
- Introduction
- Linear Algebra: Linear Applications
- Concept and Definition of Linear Application
- Immediate Properties of Linear Applications
- Examples and Inexamples of Linearity
- Core and Image of a Linear Application
Related concepts
Main connections
Compatible notation
Mathematical sample in LaTeX
The expression is rendered accessibly, with its LaTeX source preserved below.
View LaTeX source
f(u + v) = f(u) + f(v) \quad \forall u, v \in V