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Nonlinear Evolution Equations and Control: celebrating Alberto's 70th birthday
Università degli Studi di Padova
The workshop aims at presenting fundamental theoretical advances and most promising research directions of evolutionary PDEs and control theory, with a particular focus on the deep and increasingly fruitful interaction between hyperbolic PDEs, geometric measure theory, variational methods and control. On this occasion we celebrate the 70th birthday of Alberto Bressan. The contributions of Alberto Bressan in such fields have been fundamental, often reshaping these research areas by solving fundamental open problems, introducing completely new techniques and generating new research directions. This is part of the activities of the ERC project "Regularity and singularity of solutions to geometric variational problems".
Registration
All those interested to attend the workshop must register filling the form that is available here.
Registration deadline is June 7 2026
Call for poster: there will be a poster session. If you want to participate with a poster, register and then upload the title and the pdf of the abstract clicking here (deadline: May 31). You will be informed of the decision regarding your poster by June 7.
Organizing Committee
Organizing Committee
Fabio Ancona (University of Padova)
Stefano Bianchini (SISSA, Trieste)
Laura Caravenna (University of Padova)
Guido de Philippis (University of Padova)
Donatella Donatelli (University of L’Aquila)
Elio Marconi (University of Padova)
Luca Talamini (SISSA, Trieste)
Sponsored by:
PRIN 2020 “Nonlinear Evolution PDEs, Fluid Dynamics and Transport Equations: Theoretical Foundations and Applications” (P.I. S. Bianchini)
PRIN PNRR 2022 Next Gen EU “Heterogeneity on the Road - Modeling, Analysis, Control” (P.I. R. Bianchini)
H2020-MSCA-IF “A Lagrangian approach: from conservation laws to line-energy Ginzburg-Landau models” (P.I. E. Marconi)
Gruppo Nazionale per l’Analisi Matematica, la Probabilità e le loro Applicazioni – INdAM
ERC Consolidator Grant 2024 “Regularity and Singularity of Solutions to Geometric Variational Problems” (P.I. G. De Philippis)
Department of Mathematics “Tullio Levi-Civita”, Padova
SISSA-ISAS, Trieste
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