INdAM Research Unit

The Department of Science, Technology and Innovation is home to a Research Unit of the National Institute of Higher Mathematics "F. Severi"(INdAM).

Manager of the Research Unit

Prof. Alberto Ferrero
Viale Teresa Michel, 11
15121 - Alessandria
Tel. +39 0131 360213
e-mail: alberto.ferrero@uniupo.it

Members of the Unit

Alberto Ferrero
Department of Science, Technology and Innovation
National Group: GNAMPA (National Group for Mathematical Analysis, Probability and their Applications)
Section: Differential Equations and Dynamic Systems

Lidia Aceto
Department of Science, Technology and Innovation
National Group: GNCS (National Group for Scientific Computing)
Section: Numerical Analysis

Cosimo Filomeno Anglano
Department of Science, Technology and Innovation
National Group: GNCS (National Group for Scientific Computing)
Section: Fundamentals of Computing and Information Systems

Enea Bongiorno
Department of Economics and Business Studies
National Group: GNAMPA (National Group for Mathematical Analysis, Probability and their Applications)
Section: Real Analysis, Measurement Theory and Probability

Davide Buoso
Department of Science, Technology and Innovation
National Group: GNAMPA (National Group for Mathematical Analysis, Probability and their Applications)
Section: Differential Equations and Dynamical Systems

Francesca Centrone
Department of Economics and Business Studies
National Group: GNAMPA (National Group for Mathematical Analysis, Probability and their Applications)
Section: Real Analysis, Measurement Theory and Probability

Lavinia Egidi
Department of Science, Technology and Innovation
National Group: GNCS (National Group for Scientific Computing)
Section: Fundamentals of Computing and Information System

Laura Giordano
Department of Science, Technology and Innovation
National Group: GNCS (National Group for Scientific Computing)
Section: Fundamentals of Computing and Information Systems

Aldo Goia
Department of Economics and Business Studies
National Group: GNAMPA (National Group for Mathematical Analysis, Probability and their Applications)
Section: Real Analysis, Measurement Theory and Probability

Ernesto Salinelli
Department of Translational Medicine
GNAMPA (National Group for Mathematical Analysis, Probability and their Applications)
Section: Real Analysis, Measurement Theory and Probability

Interests

Alberto Ferrero
Ordinary and partial differential equations, semilinear and quasilinear elliptic equations of the second and higher order, qualitative properties of the solutions of singular or fractional order elliptic equations, principles of unique continuation, eigenvalue problems for differential operators of the second and quart order, elliptic problems with non-standard boundary conditions, stationary and evolutionary problems and their applications to real world models in the physical, engineering or industrial fields.

Lidia Aceto
Numerical methods for the approximation of solutions of initial value or boundary problems for ordinary and partial differential equations of integer or fractional order. Sturm-Liouville regular or singular differential operators: numerical methods for the approximation of the eigenvalues ​​(direct problem) and numerical methods for the reconstruction of the potential from the knowledge of suitable spectral data (inverse problem). Development of efficient methods for calculating matrix functions. Special functions. Numerical methods for solving linear systems with structured coefficient matrix.

Enea Bongiorno
Analysis of functional data in metric / Hilbert / Banach spaces, Small-ball probability, complexity study for functional data, functional principal component analysis, regression with functional response and / or covariates, goodness-of-fit tests, semi- and non-parametric estimation techniques, Bayesane estimates, non-standard data.

Davide Buoso
Higher order linear differential operators, Weyl's asymptotic, dependence of eigenvalues ​​on domain (continuity, smoothness, asymptotic properties), dependence of eigenvalues ​​on operator parameters (estimates and asymptotic properties), optimization problems for eigenvalues, behavior of eigenfunctions at varying parameters and domain, eigenfunctions and special functions, operator pencils, applications.

Francesca Centrone
Risk measures, set-valued risk measures, cooperative games, applications to Capital Allocation problems. General economic equilibrium, core-Walras equivalence in the coalition context.

Lavinia Egidi
Detection of anomalous events in the field of IT security with artificial intelligence tools, tools for simulating cyber attacks, adversary profile, security of critical systems. Succinct representation of data structures.

Laura Giordano
Preferential descriptive logic and treatment of exceptions in ontologies. Typicality, conditional knowledge bases, and preferential semantics. Explainability. Reasoning on actions and causality, Answer Set Programming, temporal and dynamic logics.

Aldo Goia
Analysis of functional data in metric / Hilbert / Banach spaces, Small-ball probability, complexity study for functional data, functional principal component analysis, regression with functional response and / or covariates, goodness-of-fit tests, semi- and non-parametric estimation techniques, Bayesane estimates, non-standard data.

Ernesto Salinelli
Discrete-time and continuous-time dynamic epidemiological models, Stochastic contagion models, Nonlinear principal components and covariance operators, Factorial models of the term structure of rates