Abstracts and Slides

1. M. J. Ablowitz, Nonlinear waves: from oceans to "optical graphene"
2. M. Benzi, Approximation of matrix functions arising in the analysis of complex networks
3. D. Bessis, Universal analytic properties of noise Slides
4. P. G. Ciarlet, Shell models: old and new Slides
5. L. Reichel, Rational Lanczos methods for the approximation of matrix functions

1. J. P. Berrut, Applications of linear barycentric rational interpolation at equispaced nodes Slides
2. H. P. Blatt, Growth and value distribution of rational approximants
3. G. Mastroianni, Weighted polynomial approximation
4. D. Occorsio, Interlacing properties of generalized Laguerre zeros and some applications
5. W. Pleśniak, Polynomial inequalities on subanalytic sets
6. M. G. Russo, The Lagrange interpolation for bounded variation functions Slides
7. I. H. Sloan, Polynomial approximation on spheres -- generalising de la Vallée Poussin
8. A. Sommariva, Computing Fekete and Lebesgue points: simplex, square, disk
9. L. N. Trefethen, Robust rational interpolation and least-squares Slides

1. R. Borghi, Analysis of the convergence features of the δ transformation for a class of factorially diverging asymptotic series Slides
2. X.-B. Hu, Pfaffian and its application to sequence transformations and corresponding convergence acceleration algorithms
3. M. Iwasaki, Some aspects of the integrable discrete Lotka-Volterra system
4. C. N. Moore, Fourier series and acceleration methods Slides
5. M. Redivo-Zaglia, Multistep ε-algorithm and Shanks' transformation by Hirota's method Slides
6. H. Safouhi, A comparative numerical study of extrapolation methods, sequence transformations and steepest descent methods in numerical integration Slides
7. R. Varadhan, The remarkable effectiveness of a new class of extrapolation techniques for accelerating monotone algorithms in statistical modeling Slides
8. E. J. Weniger, Extensions of Padé-type approximants Slides

1. R. Chan, A variational approach for exact histogram specification
2. M. Donatelli, An iterative multigrid regularization method for Toeplitz discrete ill-posed problems Slides
3. C. Estatico, Iterative regularization for nonlinear imaging in Banach spaces
4. U. Hämarik, A family of rules for parameter choice in Tikhonov regularization of ill-posed problems with inexact noise level Slides
5. P. Mathé, Conjugate gradient iteration under white noise
6. J. Nagy, A nonlinear inverse problem in polyenergetic tomosynthesis image reconstruction
7. F. Sgallari, Alternating Krylov subspace image restoration methods
8. S. Siltanen, Electrical impedance imaging using nonlinear Fourier transform Slides
9. G. Steidl, Quadrature errors, discrepancies and variational dithering
10. G. Vainikko, Cordial Volterra integral equations of the first kind Slides

1. Z.-Z. Bai, Preconditioning and iterative methods for complex linear systems
2. M. H. Gutknecht, Deflation based preconditioning of linear systems of equations Slides
3. K. Hayami, Inner-iteration GMRES methods for underdetermined least squares problems
4. K. Jbilou, Block Arnoldi-based methods for large scale discrete-time algebraic Riccati equations
5. G. Meurant, The computation of isotropic vectors
6. H. Sadok, A new approach to conjugate gradient and GMRES convergence
7. Z. Strakoš, Matching moments and Krylov subspace methods
8. Y. J. Wu, Preconditioned multiparameter and Newton-multiparameter iterative methods for systems of equations Slides
9. B. Zheng, Distinct preconditioned HSS iteration method for non-Hermitian positive definite linear systems

1. T. Aktosun, Exact solutions to integrable nonlinear evolution equations
2. A. Degasperis, Integrability and solvability of nonlocal wave interaction models Slides
3. F. Demontis, Exact solutions to the focusing discrete nonlinear Schrödinger equation
4. M. Klaus, Spectral properties of the Lax operator for the matrix nonlinear Schrödinger system
5. B. Konopelchenko, Quasiclassical Da Rios system and gradient catastrophe for vortex filament motion
6. B. Prinari, Coupled Maxwell-Bloch equations with inhomogeneous broadening for a 3-level system
7. P. Sacks, Numerical solution of inverse scattering problems and application to nonlinear evolution equations
8. P. M. Santini, Commuting vector fields and integrable PDEs of hydrodynamic type
9. C. Schiebold, Recursion operators and hierarchies of noncommutative KdV-type equations
10. C. van der Mee, Novel formulation of discrete integrable nonlinear Schrödinger equations

1. R. Andreani, Constant positive generators: a new constraint qualification
2. S. Bellavia, Preconditioner updates for sequences of symmetric positive definite linear systems arising in optimization Slides
3. A. L. Custódio, Direct multiSearch: a new DFO approach for multiple objective functions
4. A. Friedlander, Bilevel optimization problems via inexact restoration
5. Ub. M. García-Palomares, Numerical tests on a new strategy for parallel derivative free optimization
6. C. Hammer, Modeling long-term impacts of the European Emission Trade System
7. N. Krejić, A line search method with variable sample size Slides
8. J. M. Martínez, Remarks on constrained optimization Slides
9. M. Siegle, Stochastic modelling techniques meet practical needs

1. A. Bultheel, Quadrature on the positive real line with quasi and pseudo orthogonal rational functions Slides
2. R. Cools, From optimal cubature formulae to Chebyshev lattices: a way towards generalised Clenshaw-Curtis quadrature
3. K. Deckers, Asymptotics for Christoffel functions based on orthogonal rational functions
4. F. Marcellán, N-coherent pairs of measures
5. G. V. Milovanović, Multiple orthogonal polynomials and generalized quadrature formulae
6. S. E. Notaris, The error norm of quadrature formulae
7. T. E. Pérez, Continuous Sobolev orthogonal polynomials on the unit ball
8. W. Van Assche, Orthogonal polynomials on a bi-lattice
9. P. Woźny, Properties and applications of constrained dual Bernstein polynomials Slides

1. A. I. Aptekarev, Strong asymptotics of Nuttall-Stahl polynomials
2. A. Cuyt, Symbolic-numeric integration, multivariate orthogonality and Padé approximation
3. J. Gilewicz, Approximation of smooth functions by weighted means of N-point Padé approximants Slides
4. V. A. Kalyagin, On vector continued fractions associated with Nikishin systems
5. G. Labahn, Order bases: computation and uses in Computer Algebra
6. L. Lorentzen, Convergence of random continued fractions
7. A. Matos, Smoothing the Gibbs phenomenon using Padé-Hermite approximants
8. M. A. Piñar, Bernstein--Szegő polynomials on the triangle
9. F. Wielonsky, Equilibrium problems for vector potentials Slides
10. I. Yaman, Radially orthogonal multivariate basis functions

1. D. Boffi, Some remarks on eigenvalue approximation arising from partial differential equations
2. C. Carstensen, A posteriori energy norm error estimation for 2nd-order partial differential equations
3. L. Formaggia, Numerical modelling for geoscience applications
4. M. Fornasier, Domain decomposition methods for total variation minimization
5. L. Gastaldi, Local mass conservation for the finite element immerse boundary method
6. O. Pironneau, POD for complex black-scholes equations
7. A. Quarteroni, Reliable reduced basis method for efficient geometrical parametrizations
8. F. Rapetti, Dispersion analysis of spectral element methods on triangles for elastic wave propagation
9. A. Veeser, Sharp constant-free a posteriori error bounds for obstacle problems
10. O. B. Widlund, Domain decomposition algorithms for H(curl) problems

1. B. Beckermann, An error analysis for rational Galerkin projection applied to the Sylvester equation
2. F. M. Dopico, Recovery of eigenvectors of matrix polynomials from generalized Fiedler linearizations Slides
3. Y. Eidelman, Quasiseparable representations of matrices and discrete systems with boundary conditions
4. L. Gemignani, Efficient numerical methods for the polynomial spectral factorization
5. B. Iannazzo, Means of structured matrices: properties, applications and algorithms
6. N. Mastronardi, Tracking the dominant subspace of indefinite matrices
7. S. Serra Capizzano, Toeplitz operators with matrix-valued symbols and some (unexpected) applications
8. M. Van Barel, Orthogonal functions and matrix computations
9. R. Vandebril, Chasing bulges or rotations? A new family of matrices admitting linear time QR-steps

1. M. Benzi, Early research on matrix iterations: the Italian contribution
2. C. Brezinski, André Louis Cholesky: family, life, and work Slides
3. J.G. Dhombres, How to evaluate the historical and epistemological role of practical computing methods for the fundamental theorem of algebra
4. M. J. Gander, Euler, Lagrange, Ritz, Galerkin, Courant, Clough: on the road to the finite element method Slides
5. H. Le Ferrand, Algebraic continued fractions: the contribution of R. de Montessus de Ballore Slides
6. N. Osada, The early history of convergence acceleration methods
7. D. Tournès, Calculating firing tables in 18th and 19th centuries Slides

1. L. Abbas, Landau-Kolmogorov type inequalities for the Hermite and closely connected measures
2. L. Aceto, A family of P-stable linear multistep methods for second order IVPs
3. K. Aihara, Convergence of the IDRstab method using the residual smoothing techniques
4. E. Alaidarous, On an expansion method for inverting numerically a first kind Fredholm integral equation
5. S. Amat, On a variational approximation of DAEs
6. M. Basile, A numerical method for a nonlinear integro-differential boundary value problem
7. L. Bergamaschi, Relaxed mixed constraint preconditioners for generalized saddle point linear systems
8. A. Bouhamidi, Global Krylov subspace methods for computing the meshless elastic splines
9. M. R. Capobianco, Quadrature rules for singular integrals on unbounded intervals Slides
10. K. Castillo, Szegő and para-orthogonal polynomials on the real line. Zeros and canonical spectral transformations
11. D. Conte, Collocation based numerical methods for Volterra integro-differential equations
12. P. Contu, Fast and effective numerical methods for 2D photonic crystals
13. C. Craviotto, Applications of PPC-fractions and Szegő polynomials to frequency analysis
14. P. D'Ambra, High-performance large eddy simulation of incompressible turbulent flows Slides
15. R. D'Ambrosio, Stability analysis of General Linear Nystrom methods
16. G. M. Del Corso, A unification of unitary similarity transforms to compressed representations
17. D. di Serafino, Scalable AMG preconditioners for PDE-constrained optimization problems Slides
18. F. Di Tommaso, Complementary Lidstone interpolation on scattered data sets
19. A. Draux, Formal QD algorithm and Markov-Bernstein inequalities
20. V. Druskin, Optimal rational Krylov subspaces for large-scale dynamical systems
21. P. Fika, Extrapolation of operator moments, with applications to linear algebra problems Slides
22. M. A. Fortes, Multiresolution analysis for surfaces
23. S. Fujino, A study on preconditioning suited for IDR(s)-residual reduction method
24. A. Fukuda, An application of the integrable discrete hungry Toda equation to the eigenvalue computation
25. E. Gallopoulos, On projection methods for estimating the diagonal of a matrix inverse
26. R. Garrappa, Generalized exponential integrators for fractional differential equations
27. W. Gautschi, Numerical integration over the square in the presence of algebraic/logarithmic singularities with an application to aerodynamics
28. J. Horáček, On the calculation of resonances by means of analytical continuation
29. T. Z. Ismagilov, Modelling photonic crystal devices using second order finite volume method
30. U. Kangro, Convergence of collocation method with delta functions for integral equations of first kind
31. A. Karapiperi, Evaluation of minors for weighing matrices W(n,n-1) having zeros on the diagonal Slides
32. M. V. Kulikova, Array square-root approach for the maximum likelihood estimation via adaptive Kalman filtering methods
33. G. Y. Kulikov, A new approach to control the global error of numerical methods for differential equations Slides
34. L. Laayouni, On the performance of the algebraic optimized Schwarz preconditioning methods
35. E. Larsson, A radial basis function based partition of unity method for solving PDE problems Slides
36. W.-S. Lee, Multivariate Prony's method
37. D. Lera, Properties and numerical results of a parallel algorithm for global optimization problems Slides
38. P. Lima, Numerical solution of the density profile equation for non-newtonian fluids Slides
39. E. Longo, Appell polynomials of second kind and related interpolation problem
40. A. F. Loureiro, On nonorthogonal polynomials generated by classical forms
41. F. Maggio, High-performance spectral-element simulation of cardiac electrical function using GPUs
42. G. Mantica, Computation of Jacobi matrices of uncountable systems of iterated functions and the solution of an inverse problem
43. P. G. Martinsson, Fast direct solvers for elliptic PDEs
44. D. Martin, Minimization of functionals on the solution of a large-scale ill-posed problem Slides
45. M.-L. Mazure, Polynomial splines as examples of Chebyshevian splines Slides
46. M. Mitrouli, On the good pivots of Hadamard matrices and related issues
47. D. Okada, On a formal solution for a discretized SIRS epidemic model
48. S. P. Oliveira, Some remarks on the alternate trapezoidal quadrature method for Fredholm integral eigenvalue problems Slides
49. G. Ortenzi, Hamiltonian motion of algebraic curves
50. B. Paternoster, General linear Nystrom methods
51. B. Plestenjak, Numerical methods for nonlinear two-parameter eigenvalue problems
52. M. Popolizio, Restarted rational Krylov approximations to matrix functions
53. M. S. Pranić, Rational Gauss quadrature
54. S. Remogna, Local bases for quadratic deficient spline spaces on criss-cross triangulations
55. M. J. Rodrigues, A Tau method for nonlinear dynamical systems
56. J. E. Roman, Strategies for spectrum slicing based on restarted Lanczos methods
57. P. Sablonnière, Solving nonlinear equations using Hermite interpolation by polynomial or rational splines
58. A. Salam, Equivalence between modified symplectic Gram-Schmidt and Householder SR algorithms
59. O. Salazar Celis, Multivariate data fitting with error control
60. M. Sedlacek, Data based regularization for discrete ill-posed problems
61. S. Singer, Kogbetliantz-like method for hyperbolic SVD Slides
62. W. Themistoclakis, Polynomial approximation via discrete de la Vallee Poussin means
63. J. C. Trillo, Comparison among multiresolution schemes with and without error control strategies.
64. M. Van Daele, Adaptive Filon methods for the computation of highly oscillatory integrals Slides
65. L. von Sydow, Adaptive, high-order methods to price options
66. J. L. Willis, Series acceleration through precise remainder asymptotics Slides
67. J. Winkler, Approximate greatest common divisors of Bernstein polynomials
68. G. Zanghirati, ParJoInv: high-performance scientific computing for multidimensional joint inversion

1. A. Aimi, On the regularization of Galerkin BEM hypersingular bilinear forms
2. S. Belhaj, Approximate inversion of complex triangular Toeplitz matrices
3. R. Cavoretto, Numerical integration on scattered data by Lobachevsky splines
4. C. Fenu, Regularization techniques for ground conductivity data inversion
5. E. Francomano, An implicit time domain meshless formulation for Maxwell's PDEs
6. F. Lenti, Microwave radiometry product generation
7. E. Leopold, Markov's theorem and perturbed recurrence relations
8. A. V. Pejčev, Error bounds of Gauss-type quadratures with Bernstein-Szegő weights
9. P. Pintus, Modelling of ring resonators with magneto-optic materials using the finite element method Poster
10. M. L. Rodríguez, Geometric design of a dam by variational spline approximation
11. M. R. Russo, Tikhonov regularization and matrix function evaluation
12. F. Vitale, Dark-dark and dark-bright soliton interactions in the two-component defocusing nonlinear Schrödinger equation