Logic and real numbers Continuity Differencial Calculus Integral Calculus
Learning to apply the concepts and techniques of Mathematical Analysis in the program in formulating and solving problems of theoretical nature and in simple mathematical modeling.
1 Notions of logic and real numbers
2 Real functions
3 Limits and continuity
4 Composition of functions; Induction and recursivity
5 Differential calculus and applications
6 Integral calculus and applications
Continuous assessment is privileged: 2 or 3 digital written documents (e-folios) during the semester (40%) and a
presence-based final exam (p-folio) in the end of the semester (60%). In due time, students can alternatively choose to perform one
final presence-based exam (100%).
