Speakers 

1. Ricardo Almeida, University of Aveiro  (Portugal), Distributed-Order Fractional Euler–Lagrange Equations

2. Tsegaye G. Ayele, Addis Ababa University(Ethiopia), BDIEs for non-smooth coefficient Mixed BVP for Helmholtz Equation

3. Ricardo C. Barros, IPRJ/UERJ (Brasil), Recent advances on synthetic acceleration schemes and convergence analysis for the numerical solution of the monoenergetic non-classical spectral S^N equations in slab geometry

4. Daniel Gustavo Benvenutti, Federal University of Rio Grande do Sul (Brazil), Direct Treatment of Temperature Effects in Neutron Transport via Physical Monte Carlo Simulation

5. Bardo E.J. Bodmann, Federal University of Rio Grande do Sul (Brazil), On the Solution of a Non-linear Diffusion Problem in a Patchwork Domain Using Comparison of Scales - Discrete Hilbert Spectroscopy with Data From the STROMA Wind Tunnel Experiment

6. Daniela Buske, Federal University of Pelotas (Brazil), Spatial Modeling of Socio-Environmental Vulnerability 

7. Daniela Buske, Federal University of Pelotas (Brazil), Stochastic Modeling of Feline Sporotrichosis Transmission Using the Monte Carlo Method

8. Christian Constanda, The University of Tulsa (USA), Approximate Solution of the Traction Boundary Value Problem for an Elastic Plate with Holes

9. Eduardo Rohde Eras, INPE: National Institute for Space Research (Brazil), Taylor’s turbulence theory applied to global and regional meteorological models

10. Evgeny Galakhov, RUDN University (Russia), Uniqueness of the trivial solution for some nonlinear inequalities

11. Paul Harris, University of Brighton (UK), A model of the spread of a disease through a population with different age groups

12. Mirela Kohr, Babeș-Bolyai University (Romania), Well-posedness of a generalized Stokes operator on domains with cylindrical ends via layer-potentials

13. Cibele Aparecida Ladeia, Universidade Federal do Rio Grande do Sul (Brazil), On a Parameterized Solution Depending on Transmissivity

14. Massimo Lanza de Cristoforis, Università degli Studi di Padova (Italy), Inequalities of the electromagnetism for Hölder continuous functions

15. Gerônimo Gallarreta Zubiaurre Lemos, INPE: National Institute for Space Research (Brazil),  Chaotic Dynamics Control with Data Assimilation by Cellular Neural Network 

16. Julio Cesar Lombaldo Fernandes, Federal University of Rio Grande do Sul (Brazil), Solution of Neutron Transport Equation using the κ-deformed Fourier transform

17. Angelica Malaspina, Università degli Studi della Basilicata (Italy), Boundary integral methods for some boundary value problems in thermoelasticity with microtemperatures

18. Natália Martins, University of Aveiro (Portugal), Generalized Fractional Dynamics in Optimal Control

19. Abdelaziz Mennouni, University of Batna 2 (Algeria), Solving Second-Kind Integral Equations on Unbounded Domains via High-Dimensional Tanh-Legendre Iterated Galerkin Schemes 

20. Sergey E. Mikhailov, Brunel University of London (UK), On Boundary-Domain Integral Equations Based on Evolution Parametrix to Initial-Dirichlet Boundary Value Problem for Non-stationary Variable-Coefficient Heat Equation

21. Filippo Morabito, Convergence and smoothness of the Mehler-Fock transform and application to overdetermined boundary value problems in H^n x R

22.  M. Mohammed Neekar, Nottingham Trent University (UK), An Isogeometric Collocation Framework for Neural Field Models on Multi-Patch NURBS Surfaces 

23. Mikhail Perelmuter, Ishlinsky Institute for Problems in Mechanics RAS (Russia), BIE solution transient thermoelasticity problems with bridged cracks

24. Adolfo Pires, Universidade Estadual do Norte Fluminense Darcy Ribeiro (Brazil), A Physics-Informed Neural Network Approach for the Darcy-Forchheimer Radial Flow Formulation in Cylindrical Coordinates

25. Stanislav Potapenko, University of Waterloo (Canada), Weak solvability and numerical analysis of torsion in functionally graded micropolar bars

26. Régis S. de Quadros, Federal University of Pelotas (Brazil), Hybrid Residual Model for Weekly Dengue Forecasting 

27. Régis S. de Quadros,  Federal University of Pelotas (Brazil),  Mapping of Flood-Prone Areas in the Capão do Leão City, Rio Grande do Sul - Brazil

28. M. Manuela Rodrigues, University of Aveiro (Portugal), Hypercomplex fractional Helmholtz equation

29. Ágata Martins Sartor, Federal University of Rio Grande do Sul (Brazil), The neutron diffusion equation in the Kaniadakis algebra: analytical solution through the κ-Fourier intetgral transform

30. M. Barcellos Silva, Federal University of Pelotas (Brazil), Fine-scale mapping of an urban-driven susceptibility proxy for dengue using OpenStreetMap data

31. Fatima Swaydan, Inria Centre at Université Cote d’Azur (France),  A bounded extremal approach to magnetic moment estimation from bidirectional field measurements

32. Haroldo Fraga de Campos Velho,  INPE: National Institute for Space Research (Brazil), Convergence for the Cellular Neural Network in the Data Assimilation Process

33. Nelson Vieira, University of Aveiro (Portugal), Hilfer-Type Synchronization in Delayed Fractional Neural Networks

34. Antonio Vitolo, Università di Salerno (Italy), Cooperative systems of strongly coupled elliptic pdes

The aim of this mini-symposium is to bring together scientists specializing in asymptotic analysis from different countries to present their recent work and to exchange ideas and tools related to this framework and its applications.

 Being the sixth mini-symposium in the IMSE Conference series, it addresses homogenization processes and thin  structures treatment within different frameworks, ranging from the abstract approaches to recent applications  in composite media or complex structures; let us mention porous media, rough boundaries, oscillating interfaces, fluid-structure interaction, graphs, and multistructures, among others. It also includes further  asymptotic methods related to high contrast and multiscale phenomena.

Speakers

1. Loredana Bălilescu, National University of Science and Technology Politehnica Bucharest (Romania), Bloch waves homogenization in the graphene

2. Juan Casado-Díaz, Universidad de Sevilla (Spain), Existence and regularity of optimal potentials

3. Valeria Chiado Piat, Politcnico di Torino (Italy), Homogenization of Maxwell system for high-contrast materials

4. Lorenza D’Elia, TU Wien (Austria), An insight into the first-order homogenization

5. Patrizia Donato, Université de Rouen Normandie (France), Homogenization of a Steklov problem in a domain with a thin rough boundary

6. Francesco Ferraresso, University of Verona (Italy), Dependence of the Maxwell spectrum upon the geometry

7. Delfina Gómez, Universidad de Cantabria (Spain), Spectral problems for rod like structures with varying cross sections

8. Pier Domenico Lamberti, Università di Padova (Italy), Asymptotics of biharmonic Steklov eigenproblems in thin domains

9. Manuel Luna-Laynez, Universidad de Sevilla (Spain), Viscoelastic behavior of highly heterogeneous thin plates

10. Paolo Luzzini, University of Eastern Piedmont (Italy),  Blow-up asymptotics for the Grushin Laplacian

11. Paolo Musolino, Università di Padova (Italy), The functional analytic approach for quasi-periodic boundary value problems for the Helmholtz equation

12. Maria-Eugenia Peréz-Martínez, Universidad de Cantabria (Spain), High contrast homogenization in a planar domain

13. Andrea Torricelli, University of Trento (Italy), Homogenization of non-local integral functionals via two-scale Young measures

Even if several approximation techniques have been introduced in the literature to numerically solve integral equations, the research in this field is still going on, both from theoretical and applicative point of view.

The mini-symposium aims at presenting new results on the topic, with emphasis on theoretical developments, computational efficiency and real-world applications, ranging from physics to engineering, from finance to medicine, just to cite a few. Additionally, it seeks to foster interdisciplinary collaboration and inspire new research directions in the area.

Speakers  

1. Salam Adel Al-Bayati, University of Technology, Baghdad (Iraq), A BEM modelling of steady-state and time-dependent transport problems

2. Davide Collato, Polytechnic University of Turin (Italy), Solving 3D exterior Helmholtz problems in unbounded domains via VEM/BEM coupling

3. Bruno Degli Esposti, University of Siena (Italy), A parallel-in-time isogeometric BEM for the 3D wave equation using B-spline linear multistep methods

4. Giulia Di Credico, University of Parma (Italy), A BEM based coupled method for the analysis of engineering structures solicited by seismic waves

5. Antonella Falini, University of Bari (Italy), Deep-QLP and Spline based Quadrature Rules for Fredholm Integral Equations of the First Kind

6. Luisa Fermo, University of Cagliari (Italy), Integral models in applied geophysics

7. Laurence Grammont, University of Saint-Etiennee (France), Asymptotic expansions for spectral approximations of weakly singular integral operators

8. Concetta Laurita, University of Basilicata (Italy), An iterative numerical method for the computation of long-time solutions of Volterra-Fredholm integral equations with delays

9. Mattia Alex Leoni, University of Parma & University of Ferrara (Italy), Projection methods based on spline quasi-interpolation and smoothing for second-kind weakly singular integral equations

10. Eleonora Messina, University of Naples Federico II (Italy), A second-order positive scheme for non-linear renewal systems with finite memory

11. Ricardo C. Barros, IPRJ/UERJ (Brasil), Deterministic Modeling of Neutral Particle Transport with Memory: The Nonclassical Spherical Harmonic Framework

This mini-symposium focuses on problems in the analysis of partial differential equations (PDEs) related to mathematical models for fluids and structures. We expect contributions from researchers on incompressible or compressible Navier-Stokes equations and on the theory of elasticity (e.g., plates, beams). 

The session is also open to talks on applications in coupled fluid-structure systems, Stokes, Euler equations, PDEs models for engineering structures; analytical problems about wellposedness, regularity, asymptotic behavior are welcome. Additionally, techniques and results dealing with relevant nonlinear modeling for fluids and structures, approximation methods, or computation of numerical solutions and stability are also among the purposes of the session.

Speakers 

1. Átila  Ambrósio Luna, Texas A&M (United States), Coordinate-Wise Parametric Approximation of Two-Phase Flow Solutions via Neural Experts and Attention-Based Combination

2. Nilasis Chaudhuri, University of Warsaw (Oland), Weak-Strong Uniqueness and Relaxation Limit for a Navier–Stokes–Korteweg Model

3. Alessio Falocchi, Politecnico di Milano (Italy), On Navier-Stokes equations in truncated distorted pipes under energy-stable outflow boundary conditions

4. Eduard Feireisl, Czech Academy of Sciences (Czech Republic), On the collective effect of a cloud of rigid bodies immersed in a viscous fluid

5. Šárka Nečasová, Institute of Mathematics, Academy of Sciences (Czech Republic), On the problem of barotropic fluid interacting with elastic structure

6. Florian Oschmann, Charles University (Czech Republic), Darcy’s law for inhomogeneous incompressible flows

7. Emanuele Pastorino, Politecnico di Milano (Italy), Long-term dynamics and stability for PDE systems modeling suspension bridges

8. Ana Leonor Silvestre, Universidade de Lisboa (Portugal), Steady motion of a self-propelled rigid body in a viscous incompressible fluid with Navier boundary conditions