| Course: | Mathematics I | ||||||||||||||||
| Year: | |||||||||||||||||
| Semester: | |||||||||||||||||
| Curricular Unit: | - |
||||||||||||||||
| ECTS: | |||||||||||||||||
| Regent: | Maria de Fátima Fabião Ribeiro |
||||||||||||||||
| Objectives: | Introduction to calculus in R and applications. | ||||||||||||||||
| Contents: | 1. A few aspects of logic and set theory. 2. The real number system. 3. Infinite sequences. Series. 4. Functions of one variable: limits and continuity. 5. Differential calculus of real valued functions. 6. Single variable optimization. 7. Integral calculus. |
||||||||||||||||
| Evaluation: | Progressive learning of mathematical topics. Final exam. | ||||||||||||||||
| Bibliography: | Sydsaeter, Knut and Peter Hammond, Essential Mathematics for Economic Analysis, FT Prentice Hall, 2008. | ||||||||||||||||
| Program in pdf: |
|
