ANGELONI, Laura
ANGELONI, Laura
DIPARTIMENTO DI MATEMATICA E INFORMATICA
A characterization of a modulus of smoothness in multidimensional setting
2011 Angeloni, Laura
A characterization of absolute continuity by means of Mellin integral operators
2015 Angeloni, Laura; Vinti, Gianluca
A characterization of the absolute continuity in terms of convergence in variation for the sampling Kantorovich operators
2019 Angeloni, Laura; Costarelli, Danilo; Vinti, Gianluca
A characterization of the convergence in variation for the generalized sampling series
2018 Angeloni, Laura; Costarelli, Danilo; Vinti, Gianluca
A concept of absolute continuity and its characterization in terms of convergence in variation
2016 Angeloni, Laura; Vinti, Gianluca
A New Concept of Multidimensional Variation in the Sense of Riesz and Applications to Integral Operators
2017 Angeloni, Laura
A review on approximation results for integral operators in the space of functions of bounded variation
2016 Angeloni, Laura; Vinti, Gianluca
A separation theorem with applications to Edgeworth equivalence in some infinite dimensional setting
2004 Angeloni, Laura; Martellotti, Anna
A sufficient condition for the convergence of a certain modulus of smoothness in multidimensional setting
2013 Angeloni, Laura; Vinti, Gianluca
A unified approach to approximation results with applications to nonlinear sampling theory
2004 Angeloni, Laura; Vinti, Gianluca
Approximation by exponential-type polynomials
2024 Angeloni, L.; Costarelli, D.
Approximation by means of nonlinear integral operators in the space of functions with bounded phi-variation
2007 Angeloni, Laura; Vinti, Gianluca
Approximation in variation by homothetic operators in multidimensional setting
2013 Angeloni, Laura; Vinti, Gianluca
Approximation in variation for nonlinear Mellin integral operators in multidimensional setting
2014 Angeloni, Laura; Vinti, Gianluca
Approximation properties of mixed sampling-Kantorovich operators
2021 Angeloni, L.; Costarelli, D.; Vinti, G.
Approximation results with respect to multidimensional phi-variation for nonlinear integral operators
2013 Angeloni, Laura
Approximation with Respect to Goffman-Serrin Variation by Means of Non-Convolution Type Integral Operators
2010 Angeloni, Laura; Vinti, Gianluca
COMPACTNESS PROPERTIES OF MULTIPLICATION AND SUBSTITUTION OPERATORS
2023 Angeloni, L.; Appell, J.; Benavides, T. D.; Reinwand, S.; Vinti, G.
Convergence and rate of approximation for linear integral operators in BV^φ-spaces in multidimensional setting
2009 Angeloni, Laura; Vinti, Gianluca
Convergence and rate of approximation in BV^φ(R^N_+) for a class of Mellin integral operators
2014 Angeloni, Laura; Vinti, Gianluca