numerical linear algebra

Numerical linear algebra is a branch of mathematics that focuses on algorithms and techniques for solving problems involving matrices and vectors using computers. It helps efficiently perform tasks like solving systems of equations, finding eigenvalues, and matrix decompositions, which are fundamental in applications like engineering, data science, physics, and computer graphics. By developing methods that handle large-scale data accurately and efficiently, numerical linear algebra enables us to model, analyze, and optimize complex systems in real-world scenarios.