AIMS AND CONTENT

LEARNING OUTCOMES

The aim of this teaching is to introduce to the rigorous treatment of analysis while developing the methods of differential and integral calculus in the context of real functions of one real variable, with the purpose of acquiring logical rigor, attaining a good command of calculus, and knowing the main proof techniques.

AIMS AND LEARNING OUTCOMES

The expected learning outcomes are that the student knows how to handle the basic tools of analysis and calculus. It is expected that the student has understood proofs  and knows how to set up and write demonstrations of simple statements.

TEACHING METHODS

The teaching includes coordinated theory and exercise lectures. Tutoring is provided parallel to the course to enable the student to monitor his or her preparation in progress. Exercise tests will be uploaded onto the aulaweb at the end of each topic covered.

TEACHERS AND EXAM BOARD

LESSONS

Class schedule

The timetable for this course is available here: Portale EasyAcademy

EXAMS

ASSESSMENT METHODS

Written tests. 

1. Two intermediate written tests will be given during the course of the year. If a student obtains an average mark greater than or equal to 18/30 and if he or she obtains at least 15/30 in both, the average of the two marks counts as the written test and takes its place.

2. A written test with a mark of 17/30 or higher gives access to the oral test.

3. If a student hands in a written test, any written tests handed in previously are deemed to have been cancelled.

The written test will include several exercises on the topics of the program to assess the student's ability to critically use the tools learnt during the course.

Oral tests. During the oral test, the committee questions the entire syllabus. In particular, knowledge of the definitions of the main concepts, and of the statements an