Course guide

_____________________________________________________________________________________



Units Suggested Learning Time Basic Learning Materials and Readings Exercises and projects Evaluation Tests
Unit 1.1.

Complex numbers

6 horas

1.1. Complex numbers.

EP 1.1. Complex numbers.

EP 1.1.1. Solutions.

Unit 1.2.

Holomorphic functions

10 hours

1.2. Holomorphic functions.

EP 1.2. Holomorphic functions.

EP 1.2.1. Solutions.

Unit 1.3.

Power series

10 hours

1.3. Power series.

EP 1.3. Power series.

EP 1.3.1. Solutions.


Unit 1.4.

Elementary functions

10 hours

1.4. Elementary functions.

EP 1.4. Elementary functions.

EP 1.4.1. Solutions.

Unit 1.5.

Complex integration

10 hours

1.5. Complex integration.

EP 1.5. Complex integration.

EP 1.5.1. Solutions.

Unit 1.6.

Cauchy's integral formula

10 hours

1.6. Cauchy's integral formula.

EP 1.6. Cauchy's integral formula.

EP 1.6.1. Solutions.


Unit 1.7.

Laurent series

10 hours

1.7. Laurent series.

EP 1.7. Laurent series.

EP 1.7.1. Solutions.


Unit 1.8.

Residue theorem

10 hours

1.8. Residue theorem.

EP 1.8. Residue theorem.

EP 1.8.1. Solutions.

EV 1.1. Test 1.

EV 1.2. Solutions.

Unit 2.1.

Fourier series

10 hours

2.1. Fourier series.

EP 2.1. Fourier series.

EP 2.1.1. Solutions.


Unit 2.2.

Fourier transform

10 hours

2.2. Fourier transform.

EP 2.2. Fourier transform.

EP 2.2.1. Solutions.


Unit 2.3.

Laplace transform

10 hours

2.3. Laplace transform.

EP 2.3. Laplace transform.

EP 2.3.1. Solutions.


Unit 2.4.

Z-transform

10 hours

2.4. Z-transform.

EP 2.4. Z-transform.

EP 2.4.1. Solutions.

EV 2.1. Test 2.

EV 2.2. Solutions.

EV 3.1. Test 3.

EV 3.2. Solutions.

Última modificación: jueves, 5 de mayo de 2022, 11:28