September 14, 2024.
Special Session on Generalized Functions at the ISAAC Congress 2025
We are delighted to announce that the International Society for Analysis, its Applications and Computation (ISAAC) board, along with the School of Science and Humanities at Nazarbayev University and the Local Organizing Committee cordially invite you to the 15th International ISAAC Congress. This pivotal event is scheduled to take place at Nazarbayev University from 21 July to 25 July, 2025.
The 15th International ISAAC congress continues the successful series of meetings previously held in Delaware, USA (1997), Fukuoka, Japan (1999), Berlin, Germany (2001), Toronto, Canada (2003), Catania, Italy (2005), Ankara, Turkey (2007), London, UK (2009), Moscow, Russia (2011), Krakow, Poland (2013), Macao, China (2015), Växjö, Sweden (2017), Aveiro, Portugal (2019), Ghent, Belgium (2021), Ribeirão Preto, Brazil (2023).
We are pleased to announce the launch of the Online Registration Form for all participants. For details about payments, deadlines, visas, and cancellations, please visit our information page. We look forward to welcoming you to the 15th International ISAAC Congress at Nazarbayev University.
A Special Session on Generalized Functions will be organized at the 15th ISAAC Congress, July 21–25, 2025, at the Nazarbayev University, Kazakhstan, in the framework of the ISAAC Interest Group in Generalized Functions, jointly with IAGF.
Organizers:
Michael Kunzinger (Vienna)
Marko Nedeljkov (Novi Sad)
The session will be devoted to theory and application of generalized functions, which comprise, among others, distributions, ultradistributions, hyperfunctions and algebras of generalized functions. Applications include, but are not restricted to, linear and nonlinear partial differential equations, asymptotic analysis, geometry, mathematical physics, stochastic processes, and harmonic analysis, both in theoretical and numerical aspects. The session is open to contributions on any aspect of generalized functions and their applications.
