unipd thesis

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Start and conclusion of Master’s thesis activities

Selecting a supervisor.

During the second year of his/her Master’s degree, and at least 6 months before the start of the graduation session in which he/she intends to participate, each student must:

• personally contact individual lecturers to identify possible topics for their thesis;
• identify the topic of greatest interest for him/her among the available options and express his/her interest to the lecturer who proposed it; the lecturer then becomes a student’s thesis supervisor ;
• fill in the Form to begin Master's Thesis activities, have it signed by the supervisor and e-mail it to the Co-ordinator of the Degree Programme, who will reply to confirm acknowledgement and keep the form.

The date of submission specified on the form must be the same (neither earlier nor later) as the date of beginning of the activities. The form must be completed even if the activities are carried out at a company . The thesis activities cannot begin until the President has signed the form.

If thesis activities are carried out abroad in the framework of an official student mobility programme (e.g. Erasmus+), the student must follow a specific procedure in order to start his/her thesis, without prejudice to the validity of all the other information on this page.

Possible thesis activities

Master’s thesis activities must be “ experimental ”, including not only instrumental laboratory activities, but also design, modelling and computer simulation activities. The content must be original and not related, in whole or in part, to that of one’s Bachelor’s thesis. Only “compilation” activities are excluded.

Organising, filing and archiving the thesis

Before taking the final examination, the “Master’s Degree Thesis” must be completed. The thesis must be written in English, according to the following criteria in terms of content organisation and layout :

• Guidelines for the thesis preparation

The Master's thesis must be submitted exclusively in digital format , by uploading it in UNIWEB within 3 days before its defense

Final discussion of the thesis

The final defense of the thesis will be carried out by using a PowerPoint or PDF presentation , which must be uploaded to the STEM-DII e-learning platform by 12:00 noon on the day prior to the defense . Unless otherwise specified, the duration of the presentation will be 10/12 minutes and the presentation will be followed by some questions from the Graduation Committee.

Before commencing his/her presentation, each candidate must make a few bound hard copies of their thesis available for inspection by the Committee. The copies will then be collected by the candidate at the end of the proclamation ceremony.

A final graduation grade is awarded in accordance with the procedures approved by the Faculty of Engineering Council on 25 March 2010 .

A proclamation ceremony will take place approximately every 4 candidates.

It is recommended that you strictly observe the procedures and deadlines for the submission of your thesis and final presentation. Failure to follow the procedure and respect the deadlines will create issues and cause delays in the Graduation Committee’s work , potentially even resulting in the candidate being unable to graduate .

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MASTER'S DEGREE IN PHYSICS

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The thesis should be uploaded to Uniweb.

The file must meet these requirements:

• it must be the final version
• it must be a PDF/A file
• its maximum size can be 40MB
• it must be named according to this format: lastname_firstname.pdf (ex. Rossi_Mario.pdf)

While the upload function is available since registering for graduation, the file can be uploaded at a later time, as long as it is done by the deadline (the graduation calendar can be found here ).

As to the format of the front page of the thesis, please refer to the following templates : Title page Master Physics docx Title page Master Physics tex Title page Double department Master Physics docx Title page Double department Master Physics tex

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FINAL EXAMINATION

To graduate I must:

• apply for graduation on Uniweb by the deadline (there are several steps to apply for graduation, you will find the instructions below).
• have paid the tuition fees.
• have sat and recorded all the exams/activities of your study plan at least 15 days before the graduation date.
• have submitted the dissertation/thesis at least 15 days before the graduation date. Please, upload the final version of your thesis in PDF A (maximum 40 MB) named Name_Surname, on Uniweb after the supervisor’s approval. Guidelines for uploading the thesis to Uniweb.  From the June/July roll call, the upload of the thesis + supervisor's approval will be 25 days before the day of graduation.
• have uploaded the confidential undertaking (Impegno di riservatezza) completed and signed in the dedicated Moodle page  fifteen days before the day of proclamation.

Click the link to download the Confidential undertaking (Impegno di riservatezza .

Once you apply for graduation it is not possible to modify your study plan. Hence, it is important that you check your study plan before applying for graduation. Make sure that your study plan is complete, and its status is “Approved".

The printing is not necessary.

  Graduation , deadlines sessions and graduation calendars

Graduation sessions: First period First Session – February Second Session – March Second period First Session – June Second Session – July Third period A First session – October Third period B Second session – November

• Schedule of graduation dates A.Y. 2023/2024 Schedule of graduation dates A.Y. 2023/2024 Download
• Deadline February and March 2024 Deadline February and March 2024 Download
• Deadline June and July 2024 Deadline June and July 2024 Download
• Calendar Master Degrees 27-28 March 2024 Calendar Master Degrees 27-28 March 2024 Download

  Graduaton application

Registering for graduation  In order to graduate you must register for graduation on Uniweb by the deadline set for each graduation period. The registration procedure is broken down into several steps and requires your supervisor to approve your dissertation title. The application procedure and the guideline are available in the link below. https://www.unipd.it/en/graduation .

  Choice of Supervisor, Thesis and Plagiarism

Choice of Supervisor

The supervisor must be a professor of a teaching course present in the student's study plan. 

Thesis The thesis is the result of research carried out under the supervision of the thesis supervisor on a topic connected to the main subject area of the graduating student's curriculum. The topic of the thesis does not necessarily need to be associated with a course in the student's study plan. It can be based on work experience (internship) or a period of study abroad. The thesis is formally assigned by the thesis supervisor, who will oversee the progress of the work. Students must write the thesis in English. The defense language is the same as the language in which the thesis is written. The thesis also has an abstract, which summarizes the main topic in short.

For the format of your thesis, please contact your supervisor. 

• For  HRG students , please see the link  for the   thesis cover page .
• For  EGOS students , please see the link  for the   thesis cover page .

The Supervisor will guide the students on any additional information from time to time.

Plagiarism The University pays particular attention to the originality of the student’s thesis. It must be the result of a personal contribution, without the aid of an outside consulting firm. Special attention must be paid to citations and it must not contain texts taken from other sources. To this end, the University has adopted a plagiarism checker software.

  Thesis defence, Diploma collection and Photography

The thesis defense

The thesis defense is   in the presence.  The student must defend the thesis in the presence of Commission Degree of at least five members, among whom the supervisor. The student can use PowerPoint slides. The defense lasts approximately 15 minutes and is followed by the speech of President of the Commission that communicates the final grade of the master’s degree and declares its completion.

Diploma collecion The Diploma is delivered on the day of thesis defence.

Photograpy 

Filming of Degree, Doctoral, and Master's Degree Sessions 1. Photography and videography during degree, doctoral, and master's degree sessions are permitted for professionals, non-professionals, or individuals chosen by the student. Premises access for filming is restricted to the photographer selected by the student. 2. The University is not involved in the contractual relationship between the student and the filming personnel and assumes no responsibility for the qualitative or commercial aspects of the service. 3. The photographer cannot depict other individuals without their prior consent. The service must not disrupt the smooth progress of the graduation session, nor become a source of disturbance and distraction for the student and the committee. Non-compliance with these conduct rules may result in the committee expelling the offender.

  Certifications

Release of certifications

You can request a degree certificate following the instructions available here:  https://www.unipd.it/en/certificates

Diploma supplement The Diploma Supplement is available, free-of-charge in your Uniweb personal area as a digitally signed electronic document, around thirty days following the graduation date. If you cannot display the Diploma Supplement in your personal area, please fill in the  Diploma supplement form  , attach a copy of your valid ID card, back and front, and send it to:  [email protected] .

Each graduate will automatically receive an email sent by the Bestr platform to collect the Open Badge. for further information: What is and how to collect an Open badge

1) I decide to postpone the graduation date within the same graduation session. What should I do? You must write to both:  [email protected]   and  [email protected]  and request the shift by the last day of the previous graduation date. At this point you should inform your thesis supervisor.  2) I cannot graduate in this graduation session and I want to postpone to the next session. What should I do? You must cancel the previous application in uniweb and submit a new one notifying it to:  [email protected]  and  [email protected] . At this point you should inform your thesis supervisor.  3) The title of the thesis inserted in the pdf/A file does not match the title indicated during the registration for graduation in uniweb. What should I do? You must write to your thesis supervisor before the graduation date, who should communicate the new title (in Italian and English) to  [email protected] 4 )  Should powerpoint slides be sent in advance? No, the student must bring the powerpoint slides in a USB memory stick on the day of thesis defence.

5) Should I print my thesis?  No, printing is not necessary.

6)  Is it possible to include the co-supervisor in the degree application?  No, only the supervisor and not the co-supervisor must be included in the degree application.

For future information:

• contact Dr Chantal Antonini at  [email protected] .
• Procedure on uniweb of the degree application: [email protected]
• Student career: [email protected]
• Certified mail: [email protected]

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Doctoral Program in Mathematical Sciences

Corso di dottorato in scienze matematiche, recent theses (mathematics).

List of the PhD theses prepared within the Mathematics Curriculum in the last years. (The name of the supervisor is enclosed in brackets. Most of the theses can be downloaded from PaDUA@research , the Digital Archive of the University of Padova: just click on the thesis' title).

XXXII Cycle

• Davide Barco, A topological approach to the Fourier transform of an elementary D-module (Andrea D'Agnolo)
• Federico Campanini,  Weak forms of the Krull-Schmidt theorem and Prüfer rings in distinguished construction s (Alberto Facchni)
• Maria Teresa Chiri, Structural properties of solutions, approximation and control for conservation laws with discontinuous flux and bioinspired PDE models (Fabio Ancona)
• Giacomo Graziani, Modular sheaves of de Rham classes on Hilbert formal modular schemes for unramified primes (Adrian Iovita)
• Maria Giovanna Le Gros, Minimal approximations for cotorsion pairs generated by modules of projective dimension at most one over commutative rings (Silvana Bazzoni)
• Federico Venturelli, The Alexander polynomial of certain classes of non-symmetric line arrangements (Remke N. Kloosterman)
• Roberto Bramati, Geometric integral inequalities on homogeneous spaces (Paolo Ciatti)
• Sebastiano Don, Functions of bounded variation in Carnot-Carathéodory spaces (Davide Vittone)
• Simone Giovannini, On some examples in higher Auslander-Reiten theory (Silvana Bazzoni)
• Yan Hu, Rationality of darmon points over genus fields of nonmaximal orders (Matteo Longo)
• Paolo Luzzini, Regularizing properties of the double layer heat potential and shape analysis of a periodic proble m (Massimo Lanza de Cristoforis)
• Roman Pukhtaievych, Periodic and hypercomplex potentials. Properties and applications (Massimo Lanza de Cristoforis)
• Marco Tarantino, Recollements from exact model structures and heart constructions in triangulated categories (Silvana Bazzoni)
• Anna Tovo, Mathematical Modelling and Statistics of Biodiversity (Marco Favretti)
• Ferraresso Francesco, On the spectral stability of polyharmonic operators on singularly perturbed domains (Pier Domenico Lamberti)
• Aigul Myrzagaliyeva, On pointwise multipliers in some function spaces   (Massimo Lanza de Cristoforis)
• Leone Cesare Cimetta, Some properties of zeta functions associated to profinite groups (Andrea Lucchini)
• Laura Cossu, Factorizations of invertible matrices into products of elementary matrices and of singular matrices into products of idempotent matrices (Paolo Zanardo)
• Ismail Abdelsheed Gad Ameen, Fractional calculus: numerical methods and SIR models (Paolo Novati)

XXVIII Cycle

• Marta Zoppello, Controllability and optimization of deformable bodies in fluids: from biology to robotics (Franco Cardin)
• Luigi Provenzano, On mass distribution and concentration phenomena for linear elliptic partial differential operators (Pier Domenico Lamberti)
• Daria Ghilli, Some Results in Nonlinear PDEs: Large Deviations Problems, Nonlocal Operators, and Stability for Some Isoperimetric Problems (Martino Bardi)
• Valentina Franceschi, Sharp and Quantitative Isoperimetric Inequalities in Carnot-Carath é odory spaces (Roberto Monti)

XXVII Cycle

• Zhanar Taspaganbetova, Boundedness and compactness of matrix operators in weighted spaces of sequences and their applications (Massimo Lanza de Cristoforis)
• Guhanvenkat Harikumar, Darmon cycles and the Kohnen - Shintani lifting (Matteo Longo)
• Nguyen Khanh Tung, Cyclically presented modules, automorphism-invariant modules and poor modules (Alberto Facchini)
• Francesco Mattiello , New trends in tilting theory (Riccardo Colpi)
• Genaro Hernandez Mada, Monodromy Criterion for the Good Reduction of Surfaces (Bruno Chiarellotto )
• DavideBuoso, Shape sensitivity analysis of the eigenvalues of polyharmonic operators and elliptic systems (Pier Domenico Lamberti )
• Joao Henrique Branco Meireles, Singular Perturbations and Ergodic Problems for degenerate parabolic Bellman PDEs in R^m with Unbounded Data (Martino Bardi)
• Velibor Bojkovic, Finite morphism of p-adic curves (Francesco Baldassarri)
• Federico Bambozzi, On a generalization of affinoid varieties (Francesco Baldassarri)
• Marco Cirant, Nonlinear PDEs in ergodic control, Mean Field Games and prescribed curvature problems (Martino Bardi)
• Ly Kim Ha, On two approaches for partial differential equations in several complex variables (Giuseppe Zampieri)
• Nguyen Luong Van , On regular and singular points of the minimum time function (Giovanni Colombo)
• Dau The Phiet, Pseudoconvex domains: Diederich - Fornaess index and the invariant metrics near the boundary points (Giuseppe Zampieri)
• Martino Garonzi, Coverings of Groups by Subgroups (Andrea Lucchini)
• Alice Pavarin, Equivalences of additive categories (Silvana Bazzoni)
• Cecilia De Zan, Some new results on reaction-diffusion equations and geometric flows (Pierpaolo Soravia)
• Daniele Fontanari, Quantum manifestations of the adiabatic chaos of perturbed superintegrable Hamiltonian systems (Francesco Fassò, Dmitri í Sadovski í )
• Nicola Girardi, Regular biproduct decompositions of objects (Alberto Facchini)
• Nurgul Kydyrmina, Operators in Sobolev Morrey spaces (Viktor Burenkov)
• Paolo Musolino, Singular perturbation and homogenization problems in a periodically perforated domain. A functional analytic approach (Massimo Lanza de Cristoforis)
• Simone Vazzoler, Semiclassical limit: coherent states, quasimodes and WKB approximation (Franco Cardin)

XXIII Cycle

• Khai Tien Nguyen, The regularity of the minimum time function via nonsmooth analysis and geometric measure theory   (Giovanni Colombo)
• Gabriele Fusacchia, Injective modules over semistar Noetherian domains (Luigi Salce)
• Massimiliano Patassini, On the Dirichlet polynomial of the simple groups of Lie type (Andrea Lucchini)
• Marco Perone, Direct sum decompositions and weak Krull-Schmidt Theorems (Alberto Facchini)
• Valentina Settimi, On some additive problems with primes and powers of a fixed integer (Alessandro Languasco)
• Heer Zhao, On 1-Motives with torsion and their l-ADIC realisations (Barbieri Viale)
• Saltanat Rakhimova, The oscillation properties of half-linear second order and higher order differential equations (Ryskul Oinarov, Massimo Lanza de Cristoforis)
• Lyailya Zhapsarbayeva, Regularity and approximation properties of the solutions of second order degenerate and nonlinear elliptic systems (Otelbayev Mukhtarbay, Massimo Lanza de Cristoforis)
• Alice Ciccioni, On the Bloch-Ogus formalism for the rigid syntomic cohomology (Bruno Chiarellotto)
• Valentina Colombo, Some Properties Of The Moebius Function In The Subgroup Lattice Of The Alternating And Symmetric Groups (Andrea Lucchini)
• Raffaele Marigo, Separate analyticity and holomorphic sectors (Giuseppe Zampieri)
• Ermal Feleqi, Spectral stability estimates for the eigenfunctions of second order elliptic operators (Burenkov)
• Vu Khanh Tran, A general method of weights in the d-bar-Neumann problem (Giuseppe Zampieri)
• Crestani Eleonora, Monotone 2-Groups (Federico Menegazzo)
• Andrea Pavan, Computing Arithmetic Subgroups of Affine Algebraic Groups (Federico Menegazzo)
• Marco Formentin, Two problems concerning interacting systems: 1. On the purity of the free boundary condition Potts measure on Galton-Watson trees 2. Uniform propagation of chaos in some spin-flip models (Paolo Dai Prà)
• Matteo Dalla Riva, Potential theoretic methods for the analysis of singularly perturbed problems in linearized elasticity   (Massimo Lanza de Cristoforis)
• Giovanni Cerulli Irelli, Structural theory of rank three cluster algebras of affine type (Alberto Tonolo)
• Paola Zizzi, From Quantum Metalanguage to the Logic of Qubits (Giovanni Sambin, Pieralberto Marchetti)
• Gabriele Terrone, Singular Perturbation and Homogenization Problems in Control Theory, Differential Games and fully nonlinear Partial Differential Equations (Martino Bardi)
• Valentina Di Proietto, On p-adic differential equations on semistable varieties (Francesco Baldassarri)

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Thesis Proposals and Former Students

Here you can find a list of research topics and thesis proposals for master and bachelor students. Most of these thesis are in tight connection with my research activity in area of Bioinformatics and Computational Biology. See for example my publications and my software or my github . Some of the topics are in collaborations with international institutions and research centers like: IBM Research Center T.J. Watson, Georgia Institute of Techology, Universitat Politècnica de Catalunya, BarcelonaTech, Genome Institute of Singapore, etc. The following list is not to be considered exhaustive, further arguments can be agreed.

Some Thesis

Classification of biological sequences using Machine Learning techniques, e.g. Support Vector Machine, with applications to: Metagenomic Binnig : MetaProb

Compression of biological data, DNA reads, produced by modern sequencing systems. YALFF

Development of algorithms for calculating the entropy of a biological sequence (DNA) and subsequent identification of “important” regions. Fast Entropic Profiler

Fast detection of mutations in genomes from sequencing data: LAVA

Development of efficient algorithms for the analysis and comparison of data from Next-Generation Sequencing. Some examples of applications are:

• Clustering of DNA sequences: DNA Read Clustering
• Comparison of Genomes from sequencing data: Assembly-free Genome Comparison

A List of Current and Past Students

• F. Violin LT 2021
• F. Corso LT 2021
• M. Brunato LM 2021
• M. Monsù LM 2021
• F. Andreace LM 2020 - Research Fellow @ DEI UNIPD; Now PhD Student at Institute Pasteur Paris
• M. Cavattoni LM 2020 - Research Fellow @ Eubiome; Now PhD Student at DEI UNIPD
• M. Marcolin LM 2020
• G. Gallina LT 2020
• F. Vettor LT 2020
• M. Zanot LT 2020
• D. Storato LM 2019 - Research Fellow @ Department of Molecular Medicine, University of Padova
• E. Dalla Pellegrina LT 2019
• F. Longhin LT 2019
• N. Gulmini LT 2019
• G. Morin LT 2019
• M. Milia LT 2019
• A. Rizzardo LM 2018
• E. Petrucci LT 2018
• F. Pase LT 2018 - PhD Student @ DEI UNIPD
• L. Casalini LT 2018
• Y. Shibuya LM 2017 - PhD Student @ Université Gustave Eiffel
• A. Petruzzo LT 2017
• I. Sarpe LT 2017 - PhD Student @ DEI UNIPD
• P. Zinato LM 2017
• A. Pomes LT 2017
• A. Tramontano LT 2016
• C. Massaia LT 2016
• D. Marchiori LM 2016
• A. Leoni LM 2015
• S. Girotto LM 2015 - Research Fellow @ DEI UNIPD
• to be continued

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