Aims and scope
This conference continues the well established tradition of international events promoted by the International Association for Generalized Functions - IAGF, https://iagf.pmf.uns.ac.rs/ , about the concept of generalized function and its applications in Mathematical Analysis and Mathematical Physics. The aim is to gather experts working in all the branches connected with this research field. The most recent conferences were held in Vienna (Austria 2022), Ghent (Belgium 2020), Novi Sad (Serbia, 2018), Dubrovnik (Croatia, 2016), Southampton (United Kingdom, 2014), Martinique (France, 2011). The conference topics include, but are not limited to:
Distributions, ultradistributions, hyperfunctions and algebras of generalized functions
Linear and non-linear differential equations and stochastic analysis
Pseudodifferential operators and microlocal analysis
Geometric problems and non-linear distributional geometry
Applications in mathematical modeling and mathematical physics
Harmonic analysis, time-frequency analysis and function spaces
Functional analytic methods in the theory of generalized functions
Plenary Speakers
Chiara Boiti (University of Ferrara, Italy)
Matteo Capoferri (Heriot-Watt University Edinburgh, UK)
Soon-Yeong Chung (Sogang University, South Korea)
Federica Dragoni (Cardiff University, UK)
Serena Federico (University of Bologna, Italy)
Alessandro Oliaro (University of Torino, Italy)
Ljubica Oparnica (University of Novi Sad, Serbia)
Stevan Pilipovic (University of Novi Sad, Serbia)
Michael Ruzhansky (Ghent University, Belgium)
Diana Stoeva (University of Vienna, Austria)
Joachim Toft (Linnaeus University Växjö, Sweden)
Jasson Vindas (Ghent University, Belgium)
Organizers
Sandro Coriasco (University of Torino, Italy)
Marco Cappiello (University of Torino, Italy)
Claudia Garetto (Queen Mary University London, UK)
Matteo Bonino (University of Torino, Italy)
The conference will take place at the Department of Life Sciences and Systems Biology located in Via Accademia Albertina 13 in the city center.
Supported by
Dipartimento di Matematica "Giuseppe Peano", University of Torino
INDAM Istituto Nazionale di Alta Matematica "Francesco Severi"
Engineering and Physical Sciences Research Council, UK