5 ECTS; 1º Ano, 1º Semestre, 30,0 T + 30,0 TP + 5,0 OT , Cód. 90892.
Lecturer
- Carlos Filipe Perquilhas Baptista (2)
(1) Docente Responsável
(2) Docente que lecciona
Prerequisites
Not applicable.
Objectives
The students should become familiar with Matrix Algebra and its applications in the resolution of linear equation systems,vector spaces, determinants and eigenvalues and eigenvectors - areas with a great impact on varied engineering branches.
Program
1. Matrices and linear equation systems;
2. Vector spaces;
3. Determinants;
4. Eigenvalues and eigenvectors of square matrices.
Evaluation Methodology
Continuous assessment: two written tests.
Exam assessment: one comprehensive written test.
Bibliography
- Dias Agudo, F. (1978). Introdução à Álgebra Linear e Geometria Analítica. Lisboa: Escolar Editora
- Giraldes, E. e Smith, P. (1995). Curso de Álgebra Linear e Geometria Analítica. Lisboa: McGraw-Hill
- Nicholson, W. (1995). Linear Algebra with Applications. Boston: PWS Publishing Company
- T. Magalhães, L. (1989). Álgebra Linear como Introdução à Matemática Aplicada. Lisboa: Texto Editora
Teaching Method
Theoretical and theoretical-practical lectures with presentation and illustration of subject contents.
Software used in class
