- Scheda dell'insegnamento
- Obiettivi formativi
- Metodi didattici
- Verifica dell'apprendimento
- Altre informazioni
The course's main goal is to explain what a mathematical model is, by introducing the students to some basic tools - such as ordinary differential equations, optimization theory and Kuhn-Tucker theorem - which have not been explained in a Math I class.
Familiarity with ordinary (differential and integral) calculus with real functions of one variable.
Complex numbers; Difference equations; First order linear difference equations; Ordinary differential equations; Linear differential equations of higher order; Real functions of several variables; Continuity, derivability and differentiability; Taylor development; Optimization; Maximum /minimum points with and without constraints; Non linear programming; Lagrange theorem; Kuhn-Tucker theorem; Search of maximum/minimum points over a region.
Lezioni frontali e esercitazioni (non separate in alcun modo particolare).
Short written text and final oral exam.
Recommended bibliography and suggested readings per each topic will be timely indicated.
Notes of the course by the teacher.
No further informations.