Keynote Talks

1. P. Junghanns, On numerical methods and their analysis for different kinds of integral equations
2. L. Reichel, An Arnoldi-Tikhonov method for the solution of linear ill-posed operator equation
3. W. Van Assche, Simultaneous Gaussian quadrature

Invited Talks

1. L. Aceto, Efficient quadrature-based preconditioners for the Riesz operator
2. I. M. Bulai, Control metastatic tumor growth: from modeling to numerical results
3. A. Cardone, Nonstandard solvers for the solution of fractional differential models with applications
4. D. Conte, Adapted numerical solution of reaction-diffusion PDEs in several dimensions
5. L. Coppolino, Galerkin-based EBEM for 3D elastodynamic. Regularization of strongly singular operators
6. E. Crabu, Color reconstruction of Domus de Janas monuments by Photometric Stereo techniques
7. M. C. De Bonis, An iterative numerical method for solving Volterra-Fredholm integral equations with delays on the real semiaxis
8. E. Denich, Asymptotic estimates of the error bound for Gauss-Radau quadratures
9. M. Donatelli, Approximated Preconditioning strategy for a Nested Primal--Dual Scheme
10. F. Lipparini, New solutions for an old problem: an efficient and robust solver for linear response equations
11. V. Loi, Lagrange interpolation based on anti-Gauss Jacobi polynomials
12. E. Messina, Stability of quadrature-based methods for integral equations with delay
13. D. Mezzanotte, On the numerical approximation of FIEs via de la Vallée-Poussin means
14. A. S. Milosavljević, $\sigma $-orthogonal polynomials on the semicircle
15. G. P. Nikolov, Modified trapezoidal product cubature rules: definiteness, monotonicity and exit criteria
16. I. Notarangelo, A remark on a class of Volterra–Fredholm integral equations on the real semiaxis
17. F. Nudo, Function reconstruction from integral data using exponentially weighted enrichments of the Crouzeix–Raviart finite element
18. F. Pes, Non-invasive investigation of subsoil properties via a two-dimensional integral model
19. N. Z. Petrović, Some new class of multiple orthogonal polynomials
20. M. Pezzella, A novel rational interpolation method for solving Fredholm integral equations
21. S. Serra-Capizzano, A critical view on the GLT theory: past, present, perspectives, and beyond
22. M. M. Spalević, Error bounds of positive interpolatory quadrature rules for functions analytic on ellipses
23. M. P. Stanić, Quadrature rules related to orthogonality on the semicircle
24. J. Tomanović, Quadrature rules with quasi-degree of exactness
25. R. Uluchev, An approach for higher order approximation by modified Goodman-Sharma variants of certain classical operators
26. M. Vikerpuur, A comparison of Matlab codes for solving fractional differential equations of Caputo type

Posters

1. Y. Alnafisah, The weak order for Stratonovich stochastic differential equation using the trivial method
2. A. Azzarelli, Low rank and sparse splitting for glyph extraction
3. A. Buccini, Iterated $\ell ^2-\ell ^q$ regularization
4. L. Fermo, A Nyström method for 2D Fredholm integral equations based on anti-Gaussian cubature formulae
5. I. Gadjev , Extremal function and sequence for Hardy inequalities in $L_p$ and $l_p$
6. M. F. Khan, On the spectral distribution and maximal results for geometric means of HPD GLT matrix sequences
7. I. Labaali, Quadrature error estimates for kernels with logarithmic singularity
8. D. Occorsio, Approximation of fractional derivatives in Zygmund-Hölder spaces of functions
9. A. V. Pejcev, Asymptotic behavior of the modulus of the kernel and error bounds of anti-Gaussian quadrature formulas with Jacobi weights
10. V. Sagaria, Nyström methods for Nonlinear Volterra Integral Equations
11. R. Sormani, Symbol-based multilevel block $\tau $ preconditioners for multilevel block Toeplitz systems: GLT-based analysis and applications
12. S. M. Spalević, A new class of quadrature rules for estimating the error in Gauss quadrature
13. K. A. Topolski, Space--nonlocal description of cell movement