Università di Padova
Dipartimento di Matematica "Tullio Levi-Civita"
Gruppo di Fisica Matematica

Tesi e corsi di Fisica Matematica nel Dottorato in Matematica


Tesi di dottorato in Matematica

Year

Student

Supervisor Title
2024 M. Alrashdi G. Giusteri Continuum modelling and simulation for viscoelastic materials
2023 R. Mastroianni C. Efthymiopoulos
U. Locatelli (Roma 2)		 Hamiltonian secular theory and KAM stability in exoplanetary systems with 3D orbital architecture.
M. Rossi C. Efthymiopoulos Close approaches and the border of stable secular motions in the Restricted 3-Body Problem.
2022 S. Galasso F. Fassò Asymptotic dynamics and synchronization of dissipative systems of coupled pendula.
F. Tedeschi G. Giusteri Flow-type dependence and simulation techniques for non-Newtonian complex fluids.

2021

E. Picari A. Ponno
L. Zanelli		 Coherent Quantum Dynamics of Bosons in Measure

2018

A. Tovo M. Favretti Mathematical Modeling and Statistics of Biodiversity

2016

M. Zoppello F. Cardin Controllability and optimization of deformable bodies in fluids: from biology to robotics

2014

G. Schirinzi M. Guzzo Investigation of new conditions for steepness from a former result by Nekhoroshev

2013

 D. Fontanari F. Fassò

Quantum manifestations of the adiabatic chaos of perturbed superintegrable Hamiltonian systems
S. Vazzoler F. Cardin Semiclassical limit: coherent states, quasimodes and WKB approximation

2007

 L. Zanelli F. Cardin Integral representations of the Schroedinger propagator

2006

 N. Sansonetto F. Fassò

First Integrals in Nonholonomic Systems
O. Bernardi F. Cardin A Symplectic Topology approach to the Poincaré-Birkhoff Theorem and to weak solutions for H-J equations

2004

 A. Lovison F. Cardin Generating Functions and Finite Parameters Reductions in Field Theory

2003

 P. Bettiol M. Bardi
F. Cardin		 Weak Solutions in Hamilton-Jacobi and Control Theory

 

Corsi recenti di Fisica Matematica per il Dottorato in Matematica
Anno Docente Corso
2023-24 C. Efthymipoulos Perturbative methods in dynamical systems
F. Fassò Introduction to the use of "Mathematica" in mathematics and science. (Soft skills course).
2022-23 G. Giusteri Special functions and applications.
L. Garcia-Naranjo Lie groups and symmetry
2021-22 A. Ponno
L. Zanelli		 Mathematical methods of quantum mechanics
L. Garcia-Naranjo Geometry and dynamics of nonholonomic mechanical systems
2020-21 F. Fassò Lie groups and symmetry
M. Mazzucchelli Introduction to Floer Homology
2019-20 G. Benettin
C. Liverani		 Introduction to Ergodic Theory
2018-19 F. Fassò Lie groups and symmetry
2017-18 P. Rossi Moduli spaces of curves and integrable systems of PDEs
L. Girardi
M. Zoppello		 Geometric control theory and self propulsion in fluids
2016-17 G. Pinzari The Kolmogorov-Arnold-Moser theorem and its applications to the N-body problem
A. Sorrentino Weak KAM and Aubry-Mather Theory
2015-16 C. Efthymiopoulos Applications of Canonical Perturbation Theory in Dynamical Astronomy
2014-15 F. Fassò Symmetry, Lie groups and dynamical systems
2013-14 G. Benettin
B. Dubrovin
A. Ponno		 Nonlinear wave equations and applications
2012-13 M. Guzzo An introduction to the three-body problem
2011-12 O. Bernardi
M. Guzzo		 Dynamics in Hamiltonian systems

 

 

 Last Update: 25/09/24