News

Call for VM grants at short notice

find out more

Activities

title

Final Conference of the COST Action MAT-DYN-NET

find out more
title

Winter School on "Model Reduction for Optimization and Control"

find out more
title

WG1 meeting in Bled and Positivity XI conference in Ljubljana

find out more

Working groups

  • WG1

    WG1

    C0 - semigroups and beyond

    The theory of C0-semigroups, time-continuous linear dynamical systems, is a useful tool to study evolution equations. There is a one-to-one correspondence between these objects and well-posed abstract Cauchy problems on Banach spaces.

    title
    find out more
  • WG2

    WG2

    Nonlinear problems

    Often, linear models are first-order approximations in the descriptions of intricate phenomena. Their study is a mandatory first step whose results open the way to more accurate portraits of the problems being studied.

    title
    find out more
  • WG3

    WG3

    Networks and similar structures

    The cell cycle, as well as the exploitation of a biological resource or demographic models, lead to renewal equations (i.e., balance laws with possibly nonlocal boundary conditions) on graphs. Their analytic treatment has some features that resemble that of models for vehicular traffic on road networks.

    title
    find out more
  • WG4

    WG4

    Variational methods on graphs and networks

    Proceeding from classical variational methods for the analysis of Laplace-type operators, the aim of this Working Group is twofold.

    title
    find out more
  • WG5

    WG5

    Numerical methods and applications

    Since the differential equations which arise in applications like cell cycle, biological resource and demographic models, or vehicular traffic on road networks have a rather complicated structure, the analytical approach to the analysis of the dynamics of the corresponding system is not viable.

    title
    find out more
Templates title