CHIERCHIA LUIGI
(syllabus)
A list of key topics revisited and explored during the lectures:
1. R and its fundamental subsets
2. Concept of limit and notable limits
3. Series
4. Continuous functions
5. Derivability and monotony
6. Second derivative and convexity
7. Elementary analytic functions (exponential and trigonometric functions and their inverses)
8. Integrals and areas
9. The fundamental theorem of integral calculus
10. Complex numbers
Other course objectives:
Analysis of fundamental school evaluation moments such as the tests / problems / questionnaires of the State Exam and the Invalsi tests.
Discussion of ministerial guidelines.
(reference books)
[Ch2] Chierchia, L.: L'analisi su R: una visione d'insieme (Una sintesi di fondamenti di analisi)
http://www.mat.uniroma3.it/users/chierchia/CORSODIANALISI/corsodianalisi.htm
|
Università Roma Tre