To acquire a good knowledge of the basic concepts and methods of differential and integral calculus in a real variable through the study of models, examples and problems.
Curriculum
teacher profile teaching materials
Limits (sequences, functions) and continuity. Derivatives. Graphs of functions;
Integrals. Series and improper integrals;
Differential equations: first order linear equations, with separation of variables, second order equations with constant coefficients, non-autonomous.
"Analisi Matematica 1", E. Giusti, Bollati Boringhieri
Programme
Numbers. Inequalities. Exponential functions and logarithms. Trigonometric functions and their inverses (applies to OFA recovery);Limits (sequences, functions) and continuity. Derivatives. Graphs of functions;
Integrals. Series and improper integrals;
Differential equations: first order linear equations, with separation of variables, second order equations with constant coefficients, non-autonomous.
Core Documentation
"Corso di analisi. Prima parte. Una introduzione rigorosa all'analisi matematica su R", L. Chierchia, McGraw-Hill Education"Analisi Matematica 1", E. Giusti, Bollati Boringhieri
Reference Bibliography
"Corso di analisi. Prima parte. Una introduzione rigorosa all'analisi matematica su R", L. Chierchia, McGraw-Hill Education "Analisi Matematica 1", E. Giusti, Bollati BoringhieriType of delivery of the course
-Attendance
Attending classes is not mandatory but it is strongly advisedType of evaluation
Written exam (or intermediate tests) and oral exam teacher profile teaching materials
Limits (sequences, functions) and continuity. Derivatives. Graphs of functions;
Integrals. Series and improper integrals;
Differential equations: first order linear equations, with separation of variables, second order equations with constant coefficients, non-autonomous.
"Analisi Matematica 1", E. Giusti, Bollati Boringhieri
Programme
Numbers. Inequalities. Exponential functions and logarithms. Trigonometric functions and their inverses (applies to OFA recovery);Limits (sequences, functions) and continuity. Derivatives. Graphs of functions;
Integrals. Series and improper integrals;
Differential equations: first order linear equations, with separation of variables, second order equations with constant coefficients, non-autonomous.
Core Documentation
"Corso di analisi. Prima parte. Una introduzione rigorosa all'analisi matematica su R", L. Chierchia, McGraw-Hill Education"Analisi Matematica 1", E. Giusti, Bollati Boringhieri
Reference Bibliography
"Corso di analisi. Prima parte. Una introduzione rigorosa all'analisi matematica su R", L. Chierchia, McGraw-Hill Education "Analisi Matematica 1", E. Giusti, Bollati BoringhieriType of delivery of the course
-Attendance
Attending classes is not mandatory but it is strongly advisedType of evaluation
Written exam (or intermediate tests) and oral exam