Page 125 - 8th European Congress of Mathematics ∙ 20-26 June 2021 ∙ Portorož, Slovenia ∙ Book of Abstracts
P. 125
Minisymposium
APPROXIMATION THEORY AND APPLICATIONS
(MS-78)
Organized by
Stefano De Marchi, University of Padova, Italy
Ana Maria Acu, University of Sibiu, Romania
Gianluca Vinti, University of Perugia, Italy
Leokadia Białas-Ciez˙, Jagiellonian University Cracow, Poland
• Variation diminishing type estimates for generalized sampling operators and applications,
Laura Angeloni
• Best Ulam constant of a linear difference equation, Alina Ramona Baias
• A generalization of extremal functions and polynomial inequalities, Mirosław Baran
• A complex funtion theory for Mellin Analysis and applications to sampling,
Carlo Bardaro
• A generalization of a local form of the classical Markov inequality, Tomasz Beberok
• Metric Fourier approximation of set-valued functions of bounded variation,
Elena Berdysheva
• Piecewise-regular approximation of maps into real algebraic sets, Marcin Bilski
• Discretisation of integrals on compact spaces using distance functions, Martin Buhmann
• Integral-type operators on mobile intervals, Mirella Cappelletti Montano
• Kernel-based approximation methods on graphs, Wolfgang Erb
• Strict positive definiteness of non-radial kernels on d-dimensional spheres, Janin Jäger
• Admissible meshes on algebraic sets, Agnieszka Kowalska
• An iso-geometric radial basis function partition of unity method for PDEs in thin
structures, Elisabeth Larsson
• Bernstein-Chlodovsky operators preserving exponentials, Vita Leonessa
• Functional differential equations with maxima, via step by step contraction principle,
Diana Otrocol
• Approximation by Durrmeyer-Sampling Type Operators in Functional Spaces,
Michele Piconi
• Hölder continuity of the pluricomplex Green function, Rafał Pierzchała
• Best Ulam constant of a linear differential operator, Dorian Popa
• Modification of exponential type operators preserving exponential functions connected
with x3, Carmen Violeta Popescu (Muraru)
• A Hermite-Hadamard type inequality with applications to the estimation of moments of
convex functions of random variables, Pas, ca Raluca Ioana
• Information potential for some probability distributions, Ioan Rasa
• Bounds for Several Statistical Indicators, Augusta Ratiu
• Sampling strategies for approximation in kernel spaces, Gabriele Santin
• Inequalities for Legendre polynomials and applications in information potential,
Daniel Florin Sofonea
• Gauss-Lucas theorem in polynomial dynamics, Margaret Stawiska Friedland
• On derivative sampling using Kantorovich-type sampling operators, Gert Tamberg
• A general method to study the convergence of nonlinear operators in Orlicz spaces, Luca
Zampogni
APPROXIMATION THEORY AND APPLICATIONS
(MS-78)
Organized by
Stefano De Marchi, University of Padova, Italy
Ana Maria Acu, University of Sibiu, Romania
Gianluca Vinti, University of Perugia, Italy
Leokadia Białas-Ciez˙, Jagiellonian University Cracow, Poland
• Variation diminishing type estimates for generalized sampling operators and applications,
Laura Angeloni
• Best Ulam constant of a linear difference equation, Alina Ramona Baias
• A generalization of extremal functions and polynomial inequalities, Mirosław Baran
• A complex funtion theory for Mellin Analysis and applications to sampling,
Carlo Bardaro
• A generalization of a local form of the classical Markov inequality, Tomasz Beberok
• Metric Fourier approximation of set-valued functions of bounded variation,
Elena Berdysheva
• Piecewise-regular approximation of maps into real algebraic sets, Marcin Bilski
• Discretisation of integrals on compact spaces using distance functions, Martin Buhmann
• Integral-type operators on mobile intervals, Mirella Cappelletti Montano
• Kernel-based approximation methods on graphs, Wolfgang Erb
• Strict positive definiteness of non-radial kernels on d-dimensional spheres, Janin Jäger
• Admissible meshes on algebraic sets, Agnieszka Kowalska
• An iso-geometric radial basis function partition of unity method for PDEs in thin
structures, Elisabeth Larsson
• Bernstein-Chlodovsky operators preserving exponentials, Vita Leonessa
• Functional differential equations with maxima, via step by step contraction principle,
Diana Otrocol
• Approximation by Durrmeyer-Sampling Type Operators in Functional Spaces,
Michele Piconi
• Hölder continuity of the pluricomplex Green function, Rafał Pierzchała
• Best Ulam constant of a linear differential operator, Dorian Popa
• Modification of exponential type operators preserving exponential functions connected
with x3, Carmen Violeta Popescu (Muraru)
• A Hermite-Hadamard type inequality with applications to the estimation of moments of
convex functions of random variables, Pas, ca Raluca Ioana
• Information potential for some probability distributions, Ioan Rasa
• Bounds for Several Statistical Indicators, Augusta Ratiu
• Sampling strategies for approximation in kernel spaces, Gabriele Santin
• Inequalities for Legendre polynomials and applications in information potential,
Daniel Florin Sofonea
• Gauss-Lucas theorem in polynomial dynamics, Margaret Stawiska Friedland
• On derivative sampling using Kantorovich-type sampling operators, Gert Tamberg
• A general method to study the convergence of nonlinear operators in Orlicz spaces, Luca
Zampogni
