Computer and Control Engineering

1. Real valued functions of more than one variable (10 ore) 2. Limits and continuity for functions of than one variable (10 ore) 3. Differentiability for functions of more than one variable (10 ore) 4. Convexity of sets and functions in R^n (5 ore) 5. Maximum and minimum points for functions of more than one variable(10 ore) 6. Mathematical programming models(15 ore) 7. Linear programming (15 ore) 8. Methods for nonlinear programming problems (15 ore)

having successfully attended the courses: Fondamenti di Matematica; Geometria

lecture notes

none

written test oral practical solution

liuzzi giampaolo; sciandrone marco - complementi di matematica. funzioni di piu' variabili reali COMPLEMENTI DI MATEMATICA. FUNZIONI DI PIU' VARIABILI REALI LIUZZI GIAMPAOLO; SCIANDRONE MARCO

lectures practical solutions

1. Real valued functions of more than one variable (10 ore) 2. Limits and continuity for functions of than one variable (10 ore) 3. Differentiability for functions of more than one variable (10 ore) 4. Convexity of sets and functions in R^n (5 ore) 5. Maximum and minimum points for functions of more than one variable(10 ore) 6. Mathematical programming models(15 ore) 7. Linear programming (15 ore) 8. Methods for nonlinear programming problems (15 ore)

having successfully attended the courses: Fondamenti di Matematica; Geometria

G.Liuzzi, M.Sciandrone, "Complementi di Matematica" (Hoepli editore) Teaching notes by Prof. M. Roma

The course is taught completely in presence

Participation to the lectures is optional

In order to pass the exam the student needs a note greater or equal than 18/30. The student has to show a sufficient knowledge on all the topics of the course and has to be able to fomulate a linear programming model. To get the maximum note, 30/30 cum laude, the student has to show an excellent knowledge on all the topics of the course being able to logically link them.

The course is taught completely in presence