Fundamentals of Mathematics

Goals
Knowledge of basis notion of integral and differential calculus for real functions.

Acquired skills
Applications of differential and integral calculus for real functions. Solutions of differential linear equations

Course content
Real and complex numbers. Sequences and series. Differential and integral calculus for real functions defined for one or more variables. Linear differential equations of I and II order.

Suggested prerequisites
Nothing

Reference material
M. Bramanti, C.D. Pagani, S. Salsa:
Matematica. Calcolo infinitesimale e algebra lineare.
Seconda edizione. Ed. Zanichelli, Bologna, 2004

Prerequisites
Prerequisites required for the admission test

Assessment method
The exam consists in a written part for the resolution of exercises (concerning all the arguments of the course) as well as some theoretical questions. Hence, the student may choose to integrate the exam with a colloquium to get a better result (e.g. in the case when it is required an evaluation more than 27/30).

Language of instruction
Italian

Attendance Policy:
Suggested

Mode of teaching:
Traditional

Website:
http://www.mat.unimi.it/users/bonetti/Teaching.html