activity
20142025
most citedA general framework for the kinetic modeling of polyatomic gases

18 citations · 28 across the 10 of their papers we have counts for

collaborators

12 papers

physics.soc-ph2025★ 2 cited

Kinetic modeling of knowledge and wealth dynamics in national and global markets

Marzia Bisi, Martina Conte, Maria Groppi

We propose a kinetic model to describe the dynamical evolution of wealth and knowledge in national and global markets, starting from a microscopic description of individual interac…

math-ph2025

A space-dependent Boltzmann-BGK model for gas mixtures and its hydrodynamic limits

Marzia Bisi, Maria Groppi, Giorgio Martalò

We present a hybrid Boltzmann-BGK model for inert mixtures, where each kind of binary interaction may be described by a classical Boltzmann integral or by a suitable relaxation-typ…

q-bio.QM2025★ 3 cited

Derivation from kinetic theory and 2-D pattern analysis of chemotaxis models for Multiple Sclerosis

Marzia Bisi, Maria Groppi, Giorgio Martalò +1

In this paper, a class of reaction-diffusion equations for Multiple Sclerosis is presented. These models are derived by means of a diffusive limit starting from a proper kinetic de…

physics.bio-ph2024

Action potential dynamics on heterogenous neural networks: from kinetic to macroscopic equations

Marzia Bisi, Martina Conte, Maria Groppi

In the context of multi-agent systems of binary interacting particles, a kinetic model for action potential dynamics on a neural network is proposed, accounting for heterogeneity i…

physics.bio-ph2023

Kinetic and macroscopic equations for action potential in neural networks

Martina Conte, Maria Groppi, Andrea Tosin

Starting from the concept of binary interactions between pairs of particles, a kinetic framework for the description of the action potential dynamics on a neural network is propose…

math.AP2023★ 1 cited

A chemotaxis reaction-diffusion model for Multiple Sclerosis with Allee effect

Marzia Bisi, Maria Groppi, Giorgio Martalò +1

In this paper, we study a modification of the mathematical model describing inflammation and demyelination patterns in the brain caused by Multiple Sclerosis proposed in [Lombardo…

math-ph2021★ 18 cited

A general framework for the kinetic modeling of polyatomic gases

Thomas Borsoni, Marzia Bisi, Maria Groppi

A general framework for the kinetic modelling of non-relativistic polyatomic gases is proposed,where each particle is characterized both by its velocity and by its internal state,…

q-bio.PE2021

A behavioural modelling approach to assess the impact of COVID-19 vaccine hesitancy

Bruno Buonomo, Rossella Della Marca, Alberto d'Onofrio +1

In this paper we introduce a compartmental epidemic model describing the transmission of the COVID-19 disease in presence of non-mandatory vaccination. The model takes into account…

math-ph2021

BGK models for inert mixtures: comparison and applications

Sebastiano Boscarino, Seung Yeon Cho, Maria Groppi +1

Consistent BGK models for inert mixtures are compared, first in their kinetic behavior and then versus the hydrodynamic limits that can be derived in different collision-dominated…

math.NA2020

Conservative semi-Lagrangian schemes for a general consistent BGK model for inert gas mixtures

Seung Yeon Cho, Sebastiano Boscarino, Maria Groppi +1

In this work, we propose a class of high order semi-Lagrangian scheme for a general consistent BGK model for inert gas mixtures. The proposed scheme not only fulfills indifferentia…

math.OC2017

Time-optimal control strategies in SIR epidemic models

Luca Bolzoni, Elena Bonacini, Cinzia Soresina +1

We investigate the time-optimal control problem in SIR (Susceptible-Infected-Recovered) epidemic models, focusing on different control policies: vaccination, isolation, culling, an…

math.NA2014★ 4 cited

High order semi-Lagrangian methods for the BGK equation

M. Groppi, G. Russo, G. Stracquadanio

A new class of high-order accuracy numerical methods for the BGK model of the Boltzmann equation is presented. The schemes are based on a semi-lagrangian formulation of the BGK equ…