Linear algebra for computational sciences and engineering/ Ferrante Neri

Includes bibliographical references and index

Part I Foundation of linear algebra -- 1. Basic mathematical thinking -- 2. Matrices -- 3. Systems of linear equations -- 4. Geometric vectors -- 5. Complex numbers and polynomials -- 6. An Introduction to geometric algebra and conics -- Part II Elements of linear algebra -- 7. An Overview on algebraic structures -- 8. Vector spaces -- 9. An Introduction to inner product spaces: Euclidean spaces -- 10. Linear mappings -- 11. An Introduction to computational complexity -- 12. Graph theory -- 13. Applied linear algebra: electrical networks -- A. A. Non-linear algebra: an introduction to boolean algebra -- B. Proofs of theorems that require further knowledge of mathematics -- Solutions to the exercises