Studying at the University of Verona
Here you can find information on the organisational aspects of the Programme, lecture timetables, learning activities and useful contact details for your time at the University, from enrolment to graduation.
Type D and Type F activities
Students can choose the type D training activities among a catalogue of courses, while type F activities provide additional knowledge useful for entering the job market (internships, transferable skills, project works, etc.). According to the Degree Programme description and regulation, some activities can be chosen and added autonomously by the students to the academic record, whereas others must be approved by a committee to verify their coherence with the study plan. Type D or F training activities can be covered by the following activities:
1. Courses offered at the University of Verona:
This includes the course listed below and/or in the Course Catalogue (which can be filtered by language using advanced search)
Procedure for adding courses to the academic record: Ig the course is among those listed below or in the Catalogue, the student can add it independently when the study plan is open for modifications; otherwise, the student must request approval from the Student Office by sending the form to carriere.scienze@ateneo.univr.it during the specified periods.
Starting from students enrolled in the Academic Year 2022/2023, courses offered in the 2nd and 3rd years of the study plan can be autonomously added to the academic record.
There is no need to submit the request to add the following courses to the academic record to the “Commissione Pratiche Studenti”: Database and Web (BSc in Bioinformatics); General Biology (BSc in Bionformatics); Molecular Biology (BSc in Bioinformatics); Probaility and Statistics (BSc in Computer Science); Programming and Network Security (BSc in Computer Science).
2. CLA Language Certification or Equivalence
Beside to to those already required by the study plan, the following language certifications can be added as additional training activities for students enrolled in the academic years 2021/2022 and 2022/2023:
English language: 3 CFU will be granted for each level of proficiency above the level required by the study program (if not already granted in the previous degree programme).
Other languages and Italian for foreigners: 3 CFU will be granted for each level of proficiency starting from A2 (if not already granted in the previous degree programme).
These CFU will be granted as type D activities and up to a 3 CFU in total. In case the language certification is dated prior to 27/10/2023 (date of the vote of the Teaching Board of Information Engineering) the maximum CFU to be granted can be extended to 6, as for previous regulation. Additional credits for language knowledge can only be granted if consistent with the student's educational project and adequately justified.
For students enrolled in the academic year 2023/2024, credits for language certifications beyond those specified in the teaching plan will be recorded as extra type D CFU.
Procedure for adding the relevant academic record: Request the certificate or equivalence certificate to the CLA and send it to the Student Administration Office via email (carriere.scienze@ateneo.univr.it) for the exam to be recorded.
3. Transferable Skills
Discover the training paths promoted by TALC – Teaching and Learning Center of the University, intended for students regularly enrolled in the Academic Year offering the modules https://talc.univr.it/en/competenze-trasversali
Procedure for adding the relevant academic record: the modules will not be added to the study plan, but CFU will be granted after obtaining the Open Badge. The procedure may require a certain amount of time to reach a conclusion.
4. Contamination Lab
The Contamination Lab Verona (CLab Verona) is an experiential program with modules dedicated to innovation and corporate culture that offers the opportunity to work in teams with students from all degree programs to solve challenges posed by companies and organizations. The program allows receiving 6 type D or F CFU. Discover the challenges: https://www.univr.it/en/clabverona.
NOTE: To be admitted to any educational activity, including electives, students must be enrolled in the specific Academic Year of the course being offered. Therefore, it is recommended that those who foresee to graduate December and April sessions do NOT undertake extracurricular activities for the new Academic Year in which they are not enrolled, as these graduation sessions are valid for the previous Academic Year. Therefore, modules carried out in an Academic Year when the students is not enrolled with the University of Verona, the relevant CFU will not be recorded.
5. Internship/Stage and other activities
The student must complete a 7 CFU internship and attend a 2 CFU module on “Medical Systems Seminars”.
Annually, the Internship Committee (tirocini-ismp@ateneo.univr.it) proposes a list of internship projects from which students can choose in line with their study plan and interests. The list can be complemented, after the approval of the Internship Committee, with proposals made by students who independently look for internship opportunities within the departments of the universities involved in the Degree programme, or within external organizations/companies. The management of the internship process is detailed in the Vademecum delle Attività di Tirocinio. Here is the relevant information page (with a link to Moodle) and here the general information on how to activate an internship.
Please note that for internships starting from October 1, 2024 with external partners/company, extra hours can lead to extra type D CFU.
years | Modules | TAF | Teacher |
---|---|---|---|
2° 3° | Fundamentals of Movement Analysis | D |
Roberto Di Marco
(Coordinator)
|
2° 3° | Introduction to quantum mechanics for quantum computing | D |
Claudia Daffara
(Coordinator)
|
2° 3° | Python programming language [English edition] | D |
Carlo Combi
(Coordinator)
|
2° 3° | BEYOND ARDUINO: FROM PROTOTYPE TO PRODUCT WITH STM MICROCONTROLLER | D |
Franco Fummi
(Coordinator)
|
2° 3° | APP REACT PLANNING | D |
Graziano Pravadelli
(Coordinator)
|
2° 3° | HW components design on FPGA | D |
Franco Fummi
(Coordinator)
|
years | Modules | TAF | Teacher |
---|---|---|---|
2° 3° | LaTeX Language | D |
Enrico Gregorio
(Coordinator)
|
2° 3° | Python programming language [Edizione in italiano] | D |
Carlo Combi
(Coordinator)
|
2° 3° | Rapid prototyping on Arduino | D |
Franco Fummi
(Coordinator)
|
2° 3° | Tools for development of applications of virtual reality and mixed | D |
Andrea Giachetti
(Coordinator)
|
2° 3° | Development and life cycle of software of artificial intelligence software | D |
Marco Cristani
(Coordinator)
|
2° 3° | Protection of intangible assets (SW and invention)between industrial law and copyright | D |
Mila Dalla Preda
(Coordinator)
|
years | Modules | TAF | Teacher |
---|---|---|---|
1° | Subject requirements: physics | D |
Elisa Artegiani
(Coordinator)
|
1° | Subject requirements: mathematics | D |
Franco Zivcovich
(Coordinator)
|
Mathematical Analysis II: applications and mathematical methods - Mathematical Methods and Applications (2024/2025)
Teaching code
4S009865
Academic staff
Credits
6
Language
Italian
Scientific Disciplinary Sector (SSD)
MAT/07 - MATHEMATICAL PHYSICS
Period
Semester 2 dal Mar 3, 2025 al Jun 13, 2025.
Courses Single
Authorized
Program
"Mathematical Methods for Engineering"
1 Fourier series: Trigonometric series, Fourier series, Euler formulas. Elementary harmonics. Fourier series expansion of even and odd functions. Fourier series of the triangular wave, the square wave and the sawtooth. Point convergence. Fourier series, translations (horizontal and vertical) and rescaling. Summable square functions. L2 theory. Energy of a periodic signal. Convergence in quadratic mean, Bessel inequality, Parseval identity. Extension of half a period.
2 Complex analysis in one variable: functions of a complex variable, continuity and differentiability in the complex sense, Cauchy-Riemann identity, holomorphic functions. Integral and Cauchy formula. Power series in the complex field, radius and domain of convergence, absolute and total convergence. Derived series and primitive series. Analytic functions, Taylor series. Holomorphic functions and analytic functions. Zeros, singularities and poles, Laurent series expansion. Decomposition of a holomorphic function. Residues, and the Residue Theorem. Decomposition into simple fractions. Integrals with the residue method: integrals of the first, second, third and fourth kind.
3 Fourier transform: Introduction to integral transforms. Fourier transform in L1. Properties. Transform of the Gaussian, of the characteristic function and of Lorentzian functions. Fourier transform and differential equations. Convolution. Fourier transform of the triangle function. Dirichlet integral and transform of the sinc function. Theory in L2.
4 Laplace transform: Injectivity of the Laplace transform and inversion formula. Exercises on the Laplace original. Laplace original of rational functions. Application of the Laplace transform to the resolution of linear differential equations.
5 Introduction to the theory of distributions: Test functions and the space D of infinitely differentiable functions with compact support. Linear functionals on the space D and linear functionals associated with a locally summable function. The space of distributions D′. Examples. The Dirac delta or evaluation functional. Informal properties of δ. Limit in the sense of distributions. Sequences of functions convergent, in the sense of distributions, to the Dirac δ. Derivative in the sense of distributions: properties. Distributional derivative of the Heaviside function. Properties of the Dirac δ.
6 Elements of Zeta transform: discrete signals, definition of unilateral Z transform. Linearity, and transform of significant signals: exponential, binomial, shits (lag and advance), power, derivation and cos(ωn).
Bibliography
Didactic methods
In-room lectures, team working, homeworks.
Learning assessment procedures
The exam consists of a written test.
Subjects. The exam covers the whole course (definitions, statements, exercises).
The test consists of theoretical questions and exercises.
Oral (optional). The oral exam is mainly focused on theory, is optional and aimed at all those who have passed the written test.
Attention: in case of oral, the final grade will be the average between the written grade and the oral grade.
Evaluation criteria
The written exam requires the solution of analysis 2 and mathematical methods, and the answer to some theoretical questions. The student must demonstrate that he has understood the topics covered during the course and the ability to apply the notions acquired in solving exercises and in the construction / demonstration of sentences.
Exam language
Italiano