Mathematics Ii
A.Y. 2025/2026
Learning objectives
Undefined
Expected learning outcomes
Undefined
Lesson period: Second semester
Assessment methods: Esame
Assessment result: voto verbalizzato in trentesimi
Single course
This course cannot be attended as a single course. Please check our list of single courses to find the ones available for enrolment.
Course syllabus and organization
Single session
Responsible
Lesson period
Second semester
Course syllabus
The semestral course of Mathematics II rigorously presents some classical topics of Mathematical Analysis which are a necessary prerequisite to any scientific degree. In particular:
-Sequences of real numbers
-Series of real numbers
-Real functions
-Limits and continuity
-Derivatives and differentiability
-Riemann Integral
-Sequences of real numbers
-Series of real numbers
-Real functions
-Limits and continuity
-Derivatives and differentiability
-Riemann Integral
Prerequisites for admission
To have acquired the foundational mathematical skills covered in the course Mathematics 1
Teaching methods
Taught lectures
Homeworks on each topic
Online forum for discussions
Self-assessment online tests
Homeworks on each topic
Online forum for discussions
Self-assessment online tests
Teaching Resources
Reference book:
1) G. Anichini, G. Conti, M. Spadini, Analisi Matematica 1, 3rd Edition, Pearson.
Other useful references:
2) P. Marcellini, C. Sbordone, Elementi di Analisi Matematica 1, Liguori Editore.
3) G. Catino, F. Punzo, Esercizi svolti di Analisi Matematica e Geometria 1 (Additional exercises)
1) G. Anichini, G. Conti, M. Spadini, Analisi Matematica 1, 3rd Edition, Pearson.
Other useful references:
2) P. Marcellini, C. Sbordone, Elementi di Analisi Matematica 1, Liguori Editore.
3) G. Catino, F. Punzo, Esercizi svolti di Analisi Matematica e Geometria 1 (Additional exercises)
Assessment methods and Criteria
Written exam composed by exercises and theoretical questions on the topics developed during the course. The evaluation ranges out of thirty and is aimed at verifying the understanding of the theoretical notions and their application in specific cases of study.
The use of notes, books or calculator is not allowed during the exam.
The duration of the written test is commensurate with the number and structure of the assigned exercises, but in any case will not exceed 3 hours. Results will be communicated on the SIFA through the UNIMIA portal.
The use of notes, books or calculator is not allowed during the exam.
The duration of the written test is commensurate with the number and structure of the assigned exercises, but in any case will not exceed 3 hours. Results will be communicated on the SIFA through the UNIMIA portal.
MAT/03 - GEOMETRY - University credits: 3
MAT/05 - MATHEMATICAL ANALYSIS - University credits: 6
MAT/05 - MATHEMATICAL ANALYSIS - University credits: 6
Practicals: 36 hours
Lessons: 48 hours
Lessons: 48 hours
Professors:
Maggis Marco, Pasquali Fabio
Shifts:
Professor(s)
Reception:
On appointment
Department of Mathematics, office number 1038