Previous Years Courses

2016/2017


Catalogue of the courses
Calendar

List of courses

Courses of the School:

  1. Prof. Martino Bardi, Prof. Yves Achdou
    Partial Differential Equations and Dynamic Games
  2. Prof. Bruno Chiarellotto
    Introduction to GAGA type theorems
  3. Prof. Alexandre Gaudilliére
    Covering trees: alea and application

Courses of the "Computational Mathematics" area:

  1. Prof. Claude Brezinski
    New trends in Numerical Analysis and Scientific Computing
  2. Prof. Michele Conforti
    Integer Programming and Lattices
  3. Prof. Constantinos Kardaras
    Growth optimality and recent applications to
    probability
  4. Prof. András Kroó
    Modern Aspects of Constructive Function Theory
  5. Dott.ssa Giorgia Callegaro, Dott. Lucio Fiorin, Dott. Daniele Marazzina
    Option Pricing: from Monte Carlo to Quantization
  6. Prof. Christoph Maas
    Selected topics from graph theory
  7. Dott. Francesco Tudisco
    Topics in spectral theory for network analysis
  8. Prof. Tiziano Vargiolu
    Topics in Stochastic Analysis
  9. Prof. Marino Zennaro
    Numerical methods for Ordinary Differential Equations

Courses of the "Mathematics" area:

  1. Prof. Giovanna Carnovale
    Lie Algebras
  2. Prof. Giovanna Carnovale
    Representation Theory of Groups
  3. Prof. Andrea D'Agnolo
    Topology 2
  4. Prof. Alexey Karapetyants
    Bergman spaces of analytic functions: from classical results to the new settings and ideas involving nonstandard behavior of function and symbols of operators
  5. Prof. Nicola Mazzari
    De Rham Cohomology
  6. Prof. Gabriella Pinzari
    The Kolmogorov-Arnold-Moser theorem and its applications to the N-body problem
  7. Prof. Luigi Salce
    A soft introduction to algebraic entropy
  8. Prof. Alfonso Sorrentino
    Weak KAM and Aubry-Mather Theory

Courses in collaboration with the Doctoral School on "Information Engineering":

  1. Prof. F. De Terán, Prof. Michael Karow
    Applied Linear Algebra
  2. Prof. Giorgio Maria Di Nunzio
    Bayesian Machine Learning
  3. Prof. Lorenzo Finesso
    Statistical methods
  4. Prof. John Hauser
    Optimization and Optimal Control
  5. Prof. Fabio Marcuzzi
    Computational Inverse Problems
  6. Prof. Gianluigi Pillonetto
    Applied Functional Analysis and Machine Learning
  7. Prof. Rodolphe Sepulchre, Prof. Fulvio Forni
    Local Methods for Nonlinear Systems and Control

2015/2016


Catalogue of the courses
Calendar

List of courses

Courses of the School:

  1. Prof.Claude Brezinski
    New trends in Numerical Analysis and Scientific Computing
  2. Proff. Laura Caravenna, Carlotta Donadello
    Hyperbolic PDES: a (locally smooth) introduction
  3. Prof. Giovanna Carnovale
    Lie Algebras
  4. Prof. Bruno Chiarellotto
    The fundamental Group in its different realizations
  5. Proff. Paolo Dai Pra, Markus Fischer
    Mean field models, propagation of chaos and Applications

Courses of the "Computational Mathematics" area:

  1. Prof. Raphael Cerf
    Percolation
  2. Prof. Michele Conforti
    Convex polytopes
  3. Prof. Carles Rovira Escofet
    Epidemic stochastic models
  4. Prof. Johannes Ruf
    Local martingales and the martingale property
  5. Prof. Erik Schlogl
    Awaiting
  6. Prof. Tiziano Vargiolu
    Topics in Stochastic Analysis
  7. Prof. Marino Zennaro
    Numerical methods for Ordinary Differential Equations

Courses of the "Mathematics" area:

  1. Prof. Tomoyuki Abe
    Arithmetic D-modules
  2. Prof. Victor I. Burenkov
    Spectral stability of differential operators
  3. Prof. Giovanna Carnovale
    Representation Theory of Groups
  4. Prof. Andrea D'Agnolo
    Topology 2
  5. Prof. Christos Efthymiopoulos
    Applications of Canonical Perturbation Theory in Dynamical Astronomy
  6. Prof. Vladimir Mityushev
    Traditional and invisible composites: R-linear problem and its applications
  7. Prof. Simone Virili
    Selected Topics In Homological Algebra

Courses in collaboration with the Doctoral School on "Information Engineering":

  1. Proff. Tobias Damm, Michael Karow
    Applied Linear Algebra
  2. Prof. Subhrakanti Dey
    Random Graphs and Stochastic Geometry in Networks
  3. Prof. Paolo Favaro
    Inverse Problems in Imaging
  4. Prof. Lorenzo Finesso
    Statistical methods
  5. Prof. Fabio Marcuzzi
    Computational Inverse Problems
  6. Prof. Morten Gram Pedersen
    Mathematical modeling of cell Biology
  7. Prof. Gianluigi Pillonetto
    Applied Functional Analysis and Machine Learning
  8. Prof. Francesco Ticozzi
    Quantum Statistical Dynamics and Control

2014/2015


Catalogue of the courses: [ PDF ]
Calendar of the courses: [ PDF ]

Courses of the School:

  1. Dott.ssa Giovanna Carnovale
    Lie Algebras
  2. Dott. Daniele Castorina
    Qualitative properties of solutions to semilinear elliptic PDEs
  3. Dott. Marco Di Summa, Dott. Francesco Rinaldi
    Optimization methods for large-scale problem
  4. Prof. Francesco Fassò
    Symmetry, Lie groups and dynamical systems
  5. Prof. Franco Flandoli
    Elementi matematici in oncologia [ LECTURE NOTES ]
  6. Prof. Edward B. Saff
    Minimal Discrete Energy Problems

Courses of the "Computational Mathematics" area:

  1. Prof. Martino Grasselli
    Stochastic Volatility Models
  2. Prof. Masaaki Kijima
    Financial Engineering
  3. Prof. Jacopo Pantaleoni
    GPU Computing
  4. Prof. Tiziano Vargiolu
    Topics in Mathematical Finance
  5. Prof.ssa Rossana Vermiglio, Prof. Dimitri Breda
    Numerical stability of dynamical systems described by delay differential equations
  6. Prof. Marino Zennaro
    Numerical methods for Ordinary Differential Equations

Courses of the "Mathematics" area:

  1. Dott.ssa Giovanna Carnovale
    Representation Theory of Groups
  2. Prof. Massimo Fornasier
    From sparse optimization to sparse optimal control
  3. Prof. Andrea Lucchini
    Profinite Groups
  4. Prof. Marc Quincampoix
    Averaging and Asymptotic Behavior in Deterministic Optimal Control
  5. Prof. Benjamin Schraen
    Topics on p-adic Langlands
  6. Dott. Iulian Ion Simion, Prof. Jay Taylor
    Introduction to Linear Algebraic Groups
  7. Prof. Peter Vamos
    Ordered K-theory (The theory of additive and non-negative invariants for rings and modules) [ LECTURE NOTES ]

Courses in collaboration with the Doctoral Course "Brain, Mind and Computer Science":

  1. Prof. Ivan Martinovic
    Cognitive User Authentication and Behavioral Biometrics
  2. Prof. Claudio Enrico Palazzi
    Networking issues and solutions in online games
  3. Prof. Alessandro Sperduti
    Introduction to Machine Learnings
  4. Prof. Tullio Vardanega
    Principles of Cloud Computing
  5. Prof. Ivan Martinovic
    Selected Topics in Wireless System and Network Security
  6. Prof. Alessandro Beghi, Prof. Tullio Vardanega
    Internet of Things

Courses in collaboration with the Doctoral School on "Information Engineering":

  1. Prof. Lorenzo Finesso
    Statistical methods
  2. Prof. Nicola Laurenti
    Information theoretic Methods in Security
  3. Prof. Fabio Marcuzzi
    Computational Inverse Problems
  4. Prof. Morten Gram Pedersen
    Mathematical modeling of cell Biology
  5. Prof. Giorgio Picci
    Applied Linear Algebra
  6. Prof. Gianluigi Pillonetto
    Applied Functional Analysis

2014


Catalogue of the courses: [ PDF ]
Calendar of the courses: [ PDF ]

Courses of the School:

  1. Proff. David Barbato, Paolo Dai Pra
    Random perturbation of differential equations
  2. Proff. Marco Di Summa, Samuele Fiorini
    Geometric approaches to optimization
  3. Proff. Marino Zennaro, Rossana Vermiglio
    Numerical methods for Ordinary Differential Equations
  4. Prof. Tullio Vardanega
    Principles of Cloud Computing
  5. Prof. Martino Bardi
    Introduction to Hamilton-Jacobi equations

Courses of the "Computational Mathematics" area:

  1. Prof. Stefano Maset
    Introduction to Delay Differential Equations
  2. Prof. James Nagy
    Computational Methods for Inverse Problems and Applications [ LECTURE NOTES ]
  3. Prof. Tiziano Vargiolu
    Topics in Stochastic Analysis
  4. Proff. Rossana Vermiglio, Dimitri Breda
    Numerical stability of dynamical systems described by delay differential equations
  5. Proff. Nicole El Karoui, Monique Jeanblanc, Giorgia Callegaro
    Recent advances in Finance and Stochastics
  6. Dott. Francesco Rinaldi, Dott. Giovanni Fasano
    Nonlinear optimization: Derivative-free methods

Courses of the "Mathematics" area:

  1. Prof. Pablo Spiga
    On the O'Nan-Scott theorem in its applications
  2. Prof. Luigi Salce
    A soft introduction to algebraic entropy
  3. Proff. Giancarlo Benettin, Antonio Ponno and Boris Dubrovin
    Nonlinear wave equations and applications
  4. Prof. Francesco Maddalena
    Calculus of Variations with applications to Materials Science
  5. Proff. Francesco Baldassarri, Alessandra Bertapelle, Carla Novelli
    Tropical Geometry
  6. Prof. Francesco Bottacin
    Differential and Riemannian Geometry

Courses of the "Computer Science" area:

  1. Prof. Mauro Conti
    Privacy and security for mobile cooperative devices
  2. Prof. Gilberto Filè
    Definite clauses applied to security
  3. Dr. Umberto Grandi
    Logical Frameworks for Multiagent Aggregation
  4. Prof. Claudio Palazzi
    Networking issues and solutions in online games
  5. Prof. Maria Silvia Pini
    Preference reasoning in computational social choice and in Decision Support Systems
  6. Prof. Vijay Saraswat
    Resilient, Parallel, Big Data Application Frameworks in X10

Courses in collaboration with the Doctoral School on "Information Engineering":

  1. Prof. Gianluigi Pillonetto
    Applied Functional Analysis
  2. Prof. Giorgio Picci
    Applied Linear Algebra
  3. Prof. Fabio Marcuzzi
    Computational Inverse Problems
  4. Prof. Nicola Laurenti
    Information theoretic Methods in Security
  5. Prof. Morten Gram Pedersen
    Mathematical modeling of cell Biology
  6. Prof. Subhrakanti Dey
    Random Graphs and Stochastic Geometry in Networks
  7. Prof. Lorenzo Finesso
    Statistical methods

2013


Catalogue of the courses: [ PDF ]
Calendar of the courses: [ PDF ]

Courses of the School:

  1. Prof. Pierre Cardaliaguet
    Introduction to Mean-Field Games [ LECTURE NOTES ]
  2. Prof. Marco Degiovanni
    Multiobjective variational calculus [ LECTURE NOTES ]
  3. Prof. Paul Dupuis
    Representations and weak convergence methods for the analysis and approximation of rare events
  4. Prof. Tullio Vardanega
    Embedded Real-Time Systems
  5. Proff. Marino Zennaro, Rossana Vermiglio
    Numerical methods for Ordinary Differential Equations

Courses of the "Computational Mathematics" area:

  1. Prof. Jean-Paul Calvi
    The Simplex Functional and its applications to Multivariate Polynomial Interpolation
  2. Proff. Giovanni Fasano, Francesco Rinaldi
    Nonlinear optimization: Derivative free methods
  3. Prof. Martino Grasselli
    Stochastic Volatility Models
  4. Prof. Stefano Maset
    Introduction to Delay Differential Equations
  5. Prof. Tiziano Vargiolu
    Topics in Mathematical Finance
  6. Proff. Rossana Vermiglio, Dimitri Breda
    Numerical stability of dynamical systems described by delay differential equations

Courses of the "Mathematics" area:

  1. Prof. Gene Abrams
    Introduction to Leavitt path algebras
  2. Prof. Francesco Bottacin
    Vector bundles, principal bundles and connections
  3. Prof. Douglas Bridges
    Introduction to constructive mathematics
  4. Prof. Bruno Chiarellotto and Dr. Giovanni Morando
    D-modules Theory
  5. Prof. Riccardo Colpi
    Category theory
  6. Prof. Alberto Facchini
    Projective modules
  7. Prof. Massimiliano Guzzo
    An Introdution to the three-body problem
  8. Dr. Khai T. Nguyen
    Topics on optimal control and PDEs [ LECTURE NOTES ]
  9. Prof. Luigi Salce
    A soft introduction to algebraic entropy
  10. Prof. Aaron Silberstein
    Introduction to birational anabelian geometry

Courses of the "Computer Science" area:

  1. Prof. Mauro Conti
    Privacy and security for mobile cooperative devices
  2. Prof. Gilberto File'
    Definite clauses applied to security
  3. Dr. Umberto Grandi
    Decision making and social networks
  4. Prof. Claudio Palazzi
    Networking issues and solutions in online games
  5. Prof. Maria Silvia Pini
    Preference reasoning in computational social choice
  6. Prof. Vijay Saraswat
    Programming Big Data in X10
  7. Prof. Alessandro Sperduti
    Machine learning for structured domains by kernel methods

Courses in collaboration with the Doctoral School on "Information Engineering":

  1. Prof. Lorenzo Finesso
    Statistical methods
  2. Prof. Nicola Laurenti
    Information theoretic Methods in Security
  3. Prof. Michele Pavon
    Brownian motion and noise in physical device
  4. Prof. Enoch Peserico
    Online algorithms and competitive analysis
  5. Prof. Gianluigi Pillonetto
    Applied Functional Analysis
  6. Prof. Francesco Ticozzi
    Topics in Quantum Information
  7. Prof. Harald Wimmer
    Applied Linear Algebra

2012


Catalogue of the courses: [ PDF ]
Calendar of the courses: [ PDF ]

Courses of the School:

  1. Prof. Francis Clarke
    Functional analysis and variational methods: a course in analysis, optimization, calculus of variations, and optimal control
  2. Proff. Paolo Dai Pra, Markus Fischer, Paolo Guiotto
    Semigroup and Markov Processes
  3. Proff. Massimiliano Guzzo, Olga Bernardi
    Dynamics in Hamiltonian systems
  4. Prof. Gérard Meurant
    Matrices, moments and quadrature with applications [ LECTURE NOTES ]
  5. Proff. Dan Segal, Eloisa Detomi
    Profinite groups and Profinite completions

Courses of the "Computational Mathematics" area:

  1. Proff. Gudrun Albrecht, Serena Morigi
    From CAGD to virtual/augmented reality
  2. Prof. Claude Brezinski
    Extrapolation methods and their applications
  3. Prof. Giulio Casciola
    Introduction to Geometric Modeling
  4. Prof. Michele Conforti
    Valid inequalities for Integer Programs
  5. Prof. Stefano De Marchi
    Multivariate polynomial and non polynomial approximation
  6. Prof. Marco Donatelli
    Numerical methods for ill-posed problems
  7. Prof. Stefano Maset
    Numerical methods for Functional Differential Equations
  8. Prof. Tiziano Vargiolu
    Topics in Mathematical Finance
  9. Proff. Rossana Vermiglio, Dimitri Breda
    Numerical stability of dynamical systems described by delay differential equations
  10. Proff. Marino Zennaro, Rossana Vermiglio
    Numerical methods for Ordinary Differential Equations

Courses of the "Mathematics" area:

  1. Proff. Bruno Chiarellotto, Luca Migliorini
    Nearby and vanishing cycles
  2. Proff. Lawrence Craig Evans, Pierpaolo Soravia, Luca Rossi
    Topics in Nonlinear Partial Differential Equations
  3. Prof. Alberto Facchini
    Complements on Monoids, Rings and Modules
  4. Dr. Fabio S. Priuli
    Introduction to control theory
  5. Prof. Takeshi Saito
    Wild ramification of schemes and sheaves
  6. Proff. Jan Stovicek, Jan Trlifaj
    Cohomology of quasi-coherent sheaves via model categories and approximation theory

Courses in collaboration with the Doctoral School on "Information Engineering":

  1. Prof. Lorenzo Finesso
    Statistical Methods
  2. Prof. Matteo Fischetti
    Polyhedral methods for Integer Linear Programming
  3. Prof. Harald Wimmer
    Applied Linear Algebra
  4. Prof. Gianluigi Pillonetto
    Applied Functional Analysis
  5. Prof. Maria Pia Saccomani
    Algebraic tools for the identifiability of Dinamical Systems
  6. Prof. Shiva Shankar
    The behavioral approach to control of distributed systems
  7. Prof. Francesco Ticozzi
    Topics in Quantum Information

2011


Catalogue of the courses: [ PDF ]
Calendar of the courses: [ PDF ]

Courses of the School:

  1. Prof. Bruno Chiarellotto
    De Rham Cohomology
  2. Prof. Norman Levenberg
    Introduction to weighted pluripotential theory
  3. Proff. Giandomenico Orlandi, Matteo Novaga
    Singular limits for Ginzburg-Landau equations
  4. Proff. Sylvie Roelly, Paolo Dai Pra
    Topics in Stochastic Analysis

Courses of the "Mathematics" area:

  1. Proff. Francesco Esposito, Ernesto Carlo Mistretta
    Abelian Varieties
  2. Prof. Gustavo Adolfo Fernández Alcober
    Abelian subgroups of finite p-groups
  3. Prof. Massimiliano Guzzo
    Dinamica in sistemi Hamiltoniani
  4. Dott. Mario Marietti
    Coxeter groups and Kazhdan-Lusztig polynomials. An introduction
  5. Proff. Panagiotis Souganidis, Martino Bardi, Pierpaolo Soravia
    Nonlinear first- and second-order partial differential equations:
    viscosity methods and homogenization theory
  6. Proff. Bertrand Töen, Gabriele Vezzosi
    Differential Graded Categories (DG-categories)
  7. Minicorsi
    "Analisi Matematica"

Courses of the "Computational Mathematics" area:

  1. Proff. Giovanni Andreatta, Lorenzo Castelli, Guglielmo Lulli
    Ricerca operativa per problemi di trasporto
  2. Prof. Michele Benzi
    Tecniche di precondizionamento per grandi sistemi lineari
  3. Prof. Claude Brezinski
    Extrapolation methods and their applications
  4. Prof. Giulio Casciola
    Introduzione alla modellazione 3D
  5. Prof. Rafaël Cerf
    Topics in Probability
  6. Prof. Efstratios Gallopoulos
    Scientific Computing in Data Analysis
  7. Prof. Stefano Maset
    Metodi numerici per equazioni differenziali funzionali
  8. Prof. Tiziano Vargiolu
    Topics in Mathematical Finance
  9. Prof. Rossana Vermiglio
    Metodi numerici per le equazioni differenziali ordinarie (Parte II)
  10. Proff. Rossana Vermiglio, Dimitri Breda
    Stabilità numerica di sistemi dinamici descritti da equazioni differenziali
    con ritardo
  11. Prof. Marino Zennaro
    Metodi numerici per le equazioni differenziali ordinarie (Parte I)

Courses selected from the Doctoral School of "Information Engineering":

  1. Proff. Tobias Damm, Harald Wimmer
    Applied Linear Algebra
  2. Prof. Fabio Fagnani
    Dynamics over networks
  3. Prof. Lorenzo Finesso
    Statistical Methods
  4. Prof. Paolo Guiotto
    Stochastic (Ordinary and Partial) Differential Equations

2010


Catalogue of the courses: [ PDF ]
Calendar of the courses: [ PDF ]

Courses of the School:

  1. Prof. Claude Brezinski
    Projections and biorthogonality*
  2. Prof. Rafaël Cerf
    Probability
  3. Prof. Michele Conforti
    Combinatorica poliedrale
  4. Proff. Tobias Damm e Harald Wimmer
    Applied Linear Algebra**
  5. Proff. Nicola Fusco, Carlo Mariconda e Giulia Treu
    Calcolo delle Variazioni: il metodo diretto e problemi attuali
  6. Prof. Alberto Bressan
    Giochi differenziali non cooperativi
  7. Prof. Sergey Ivaskhovich
    Complex Manifolds and Holomorphic Foliations

* Course supported by the INdAM Visiting Professors program, 2009/10
** Course offered in common with the doctoral program in Information Engineering

Courses of the "Mathematics" area:

  1. Prof. Fabio Ancona
    Introduzione alle Leggi di Conservazione Iperboliche
  2. Prof. Martino Bardi
    Equazioni differenziali
  3. Prof. Siegfried Bosch
    Formal and Rigid Geometry
  4. Prof. Franco Cardin
    Meccanica Simplettica e Applicazioni
  5. Proff. Andrea D’Agnolo e Pietro Polesello
    Deformazione-quantizzazione in ambito complesso
  6. Prof. Gustavo Adolfo Fernández Alcober
    Crystallographic groups
  7. Prof. Paolo Guiotto
    Introduzione alla Teoria dei Semigruppi e Applicazioni alle EDP
  8. Prof. Jorge Mozo Fernández
    Teoria di Galois differenziale*
  9. Convegno-Scuola
    “Classical and weak KAM theorem”**
  10. Minicorsi
    “Analisi Matematica”**

* Course supported by the "CARIPARO Progetto eccellenza 2008/09", Title: "Differential methods in arithmetic, geometry and algebra"
** It will be counted as half course (with refer to duty of the doctoral students)

Courses of the "Computational Mathematics" area:

  1. Prof. Claudio Altafini
    Bilinear Control Systems: Theory and Applications **
  2. Prof. Giovanni Andreatta
    Teoria delle code
  3. Prof. Giulio Casciola
    Introduzione alla modellazione 3D
  4. Proff. Paolo Dai Pra e Francesco Caravenna
    Random graphs and complex networks
  5. Prof. Stefano De Marchi
    Introduzione alle Funzioni Radiali di Base (RBF)
  6. Prof. Lorenzo Finesso
    Statistical Methods
  7. Prof. Paolo Guiotto
    Introduzione alla Teoria dei Semigruppi e Applicazioni alle EDP
  8. Prof. Pavel Kitsul
    The Stochastic Processes and their Applications to biology
  9. Prof. Giuseppe Lancia
    Algoritmi di approssimazione
  10. Proff. Yakov B. Pesin e Giancarlo Benettin
    Sistemi dinamici e Teoria dell'entropia
  11. Prof. Gianluigi Pillonetto
    Applied Functional Analysis **
  12. Prof. Michela Redivo Zaglia
    Algoritmi e software per il Calcolo Scientifico
  13. Prof. Wolfgang Runggaldier
    Metodi stocastici per la finanza
  14. Prof. Francesco Ticozzi
    Topics in Quantum Information **
  15. Prof. Tiziano Vargiolu
    Finanza matematica
  16. Prof. Rossana Vermiglio
    Stabilità numerica di sistemi dinamici descritti da equazioni differenziali con ritardo
  17. Prof. Marco Vianello
    Teoria dell'Approssimazione Polinomiale
  18. Prof. Giacomo Zambelli
    Programmazione lineare
  19. Prof. Marino Zennaro
    Metodi numerici per le equazioni differenziali ordinarie

** Course offered jointly with the Doctoral Program in Information Engineering (Computer Science)

2009


Courses of the School:

  1. Prof. Claude Brezinski
    Recent research trends in numerical analysis and applied mathematics
  2. Proff. Bruno Chiarellotto, Ernesto Mistretta
    Differential Mathods in Geometry
  3. Prof. Michele Conforti
    Metodi Poliedrali per la Programmazione Lineare Intera
  4. Prof. Paolo Dai Pra
    Probabilità
  5. Proff. Tobias Damm, Harald Wimmer
    Applied Linear Algebra

Courses of the "Mathematics" area:

  1. Gustavo Fernandez Alcober
    Groups of automorphisms of p-adic rooted trees
  2. Fabio Ancona e Andrea Marson
    Equazioni differenziali 2**
  3. Francesco Baldassarri
    Algebraic Geometry*
  4. Luca Barbieri Viale
    Algebraic Homotopy***
  5. Christopher I. Byrnes
    Nonlinear Feedback Systems*****
  6. Franco Cardin
    Topologia Simplettica*
  7. Mauro Carfora
    Ricci flow e applicazioni
  8. Giovanna Carnovale e Francesco Esposito
    Gruppi algebrici e rappresentazioni*
  9. Emanuela Casson
    I servizi avanzati della biblioteca****
  10. Adrian Iovita
    Number Theory 2*
  11. Vik. S. Kulikov
    Braid monodromy invariants of plane algebraic curves
  12. Andrea Lucchini
    The classification of wallpaper patterns
  13. Vincent Maillot
    A primer in Arakelov Geometry
  14. Carlo Minnaja
    Corso di Storia della Matematica****
  15. Boris Mordukhovich
    Introduction to convex and nosmooth analysis
  16. Matteo Novaga
    Moto per curvatura media
  17. Antonio Ponno
    Reti Neurali docente
  18. Giovanni Sambin
    Introduzione alla topologia costruttiva**
  19. Davide Vittone
    Introduction to Geometric Measure Theory
  20. Paolo Zanardo
    Teoria della Valutazione

* Courses offered jointly with the Algant Master's Degree program
** Courses offered jointly with the Master's Degree program in Mathematics
*** Course offered jointly with the Doctoral Program of Milan University
**** Optional courses
***** Courses also offered by the program in Computational Mathematics and the doctoral program in Information Engineering

Courses of the "Computational Mathematics" area:

  1. Prof. Claudio Altafini
    Dynamical Models in Systems Biology**
  2. Prof. Giovanni Andreatta
    Teoria delle code
  3. Prof. Christopher I. Byrnes
    Nonlinear Feedback Systems*
  4. Prof. Francesco Caravenna
    Processi di punto di Poisson e applicazioni
  5. Prof. Giulio Casciola
    Introduzione alla modellazione 3D
  6. Prof. Bruno Codenotti
    Computation of Game and Market Equilibria**
  7. Proff. Tobias Damm e Harald Wimmer
    Applied Linear Algebra*
  8. Prof. Fabio Fagnani
    Codes, graphical models, distributed algorithms**
  9. Prof. Lorenzo Finesso
    Statistical Methods**
  10. Prof. Paolo Guiotto
    Processi di diffusione***
  11. Prof. Giuseppe Lancia
    Algoritmi di approssimazione
  12. Prof.ssa Maria Morandi Cecchi
    Una introduzione matematica alle Nanotecnologie
  13. Prof. Gianluigi Pillonetto
    Applied Functional Analysis
  14. Prof.ssa Michela Redivo Zaglia
    Algoritmi e software per il Calcolo Scientifico
  15. Prof. Wolfgang J. Runggaldier
    Metodi stocastici per la finanza
  16. Prof. Francesco Ticozzi
    Topics in Quantum Information
  17. Prof. Tiziano Vargiolu
    Finanza matematica
  18. Prof.ssa Rosanna Vermiglio
    Stabilità numerica di sistemi dinamici descritti da equazioni differenziali con ritardo
  19. Prof. Marco Vianello
    Teoria dell'Approssimazione Polinomiale
  20. Prof. Andreas Willig
    Stochastic Modeling of Computer and Communication Systems**
  21. Prof. Giacomo Zambelli
    Programmazione lineare
  22. Prof. Marino Zennaro
    Metodi numerici per le equazioni differenziali ordinarie

* Course in common with the Doctoral Program in Information Engineering (Computer Science)
** Course offered jointly with the Doctoral Program in Information Engineering (Computer Science)
*** Course offered jointly with the Scuola Galileiana di Studi Superiori

2008


Catalogue of the courses: [ PDF ]

Courses of the School:

  1. Prof. Luca Barbieri Viale
    Algebraic Geometry
  2. Prof. Michelangelo Conforti
    Teoria delle disuguaglianze valide per la programmazione lineare intera (PLI)
  3. Prof. Martino Bardi
    Introduzione alle equazioni differenziali non lineari alle derivate parziali
  4. Prof. Paolo Dai Prà
    Probabilità
  5. Prof. Andrea Lucchini
    Asymptotic results for finite groups
  6. Prof. Marino Zennaro
    Metodi numerici per le equazioni differenziali ordinarie

Courses of the "Mathematics" area:

  1. Prof. Francesco Baldassarri
    Differential Equations on p-adic Analytic Spaces
  2. Prof. Martino Bardi e Prof. Andrea Marson
    Equazioni differenziali 2
  3. Prof. Victor Burenkov e Prof. Massimo Lanza de Cristoforis
    Teoria delle funzioni 2
  4. Prof. Franco Cardin
    Topologia Simplettica ed equazioni di Hamilton-Jacobi
  5. Prof. Andrea D'Agnolo
    Algebra and Topology
  6. Prof. Stéphane Guillermou
    Derived categories - perverse sheaves
  7. Prof. Paolo Guiotto
    Introduzione ai processi di diffusione
  8. Prof. Gilles Halbout
    Deformation Quantization
  9. Prof. Alessandro Languasco
    Funzioni L- di Dirichlet e Teoria dei Crivelli
  10. Prof. Roberto Monti
    Equazioni differenziali 1
  11. Prof. Antonio Ponno
    "Reti neurali" Introductory courses
  12. Prof. Franco Rampazzo
    Stabilizzazione e Controllo in Meccanica Classica
  13. Prof. Luigi Salce
    Moduli iniettivi su domini di integrità commutativi
  14. Prof. Peter Schuster
    Metodi formali in algebra commutativa
  15. Prof. Sergio Solimini
    Problemi di irrigazione e strutture ramificate
  16. Prof. Tullio Valent
    Questioni di analisi funzionale in ambiente bornologico
  17. Prof. Giuseppe Zampieri
    Equazioni alle Derivate Parziali

Courses of the "Computational Mathematics" area:

  1. Prof. Giovanni Andreatta
    Teoria delle code
  2. Prof. Claude Brezinski
    Numerical Linear Algebra: tools and methods
  3. Prof. Lorenzo Brunetta
    Librerie per l'ottimizzazione*
  4. Prof. Giulio Casciola
    Introduzione alla modellazione 3D**
  5. Prof. Domenico D'Alessandro
    Introduction to quantum control theory*
  6. Prof. Tobias Damm, Prof. Michael Karow
    Applied Linear Algebra
  7. Prof. Lorenzo Finesso
    Metodi statistici
  8. Prof. Tryphon T. Georgiou
    Spectral Analysis and the Theory of Moments*
  9. Prof. Nicola Guglielmi
    Raggio spettrale generalizzato e applicazioni
  10. Prof. Paolo Guiotto
    Introduzione ai processi di diffusione
  11. Prof. Pavel Kitsul
    The Stochastic Processes and their Applications
  12. Prof. Giuseppe Lancia
    Algoritmi di approssimazione
  13. Prof. Michela Redivo Zaglia
    Algoritmi e software per il Calcolo Scientifico**
  14. Prof. Wolfgang Runggaldier
    Metodi stocastici per la finanza
  15. Prof. Tiziano Vargiolu
    Finanza matematica
  16. Prof. Marco Vianello
    Teoria dell'Approssimazione Polinomiale
  17. Prof. Giacomo Zambelli
    Programmazione lineare

* Course in common with the Doctoral Program in Information Engineering (Computer Science)
** Course offered jointly with the Doctoral Program in Industrial Engineering (Computer Science)