| Center |
| Faculty of Physics |
| Departament |
| Theoretical Physics |
| Lecturers in charge |
| Sin datos cargados |
| Met. Docent |
| Met. Avaluació |
| 1. Exams (75% of the calification): Two partial and final exams (with theoretical and practical parts). 2. Personal or group works (25 %). |
| Bibliografia |
| -Riley, K. F., Hobson, M. P., Bence, S.J. Mathematical Methods for Physicist and Engineering. Cambridge University Press,1998. -Puertas, D. J. E., Marqués, P. M. Matemática Universitaria. Algebra. Bello 1973. -J. De Burgos, Curso de Algebra y Geometría. Alhambra S.A. 1976. -F. Granero, Algebra y geometría Analítica. McGraw Hill (1985). |
| Continguts |
| Chapter 1: Complex numbers Chapter 2: Algebraic structures Chapter 3: Permutation group Chapter 4: Vectorial spaces Chapter 5: Pre-Hilbert spaces Chapter 6: Matrices and Determinants Chapter 7: Linear operators Chapter 8: Spectral theory (Diagonalization) Chapter 9: Affine space Chapter 10: Spatial analytic geometry |
| Objetius |
| Linear algebra represents an essential part of mathematical knowledge required by mathematicians, physicists and engineers. The main aim of the subject Mathematical Methods I is to provide the First Cycle students of Physics with the basic knowledge (both theory and calculation) of Linear Algebra and Geometry, fundamental tools for the study of subjects such as quantum theory of fields and the physics of particles, relativity and other related subjects. |
| URL de Fitxa |
| http://www.uv.es/bordes/metodosI |