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For code aims to resolve problems of linear algebra like vectors, vectorial space, linear transformations and systems of equations.

Linear algebra

Below is a list of topics that can be considered inherent to linear algebra.

Basics

Basci notions are vectors, vectorial space, linear transformations, dimensions and scalar products.

Applications

Some applications are systems of equations, analytical geometry, differential calculus, function analysis and quantum mechanics.

Tools

Most used tools are matrices, determinant, eigenvalues and eigenvectors, orthogonalization

Other topics

Other topics are module theory, tensors, analysis of physical phenomena (including social and natural ones)