Linear Algebra

Linear algebra is a branch of mathematics that deals with vectors, vector spaces, and linear transformations. It is a fundamental tool in engineering and science, providing the mathematical framework for solving systems of linear equations, performing data analysis, and modeling complex phenomena. In SepalSolver, we implement various linear algebra techniques to equip engineers with powerful tools for numerical computation and problem-solving.

Linear algebra techniques are widely used in applications such as computer graphics, machine learning, and structural analysis. They help in optimizing designs, analyzing data, and simulating physical systems.

In this chapter, we will explore different linear algebra methods, their implementations in SepalSolver, and practical examples demonstrating their applications.