VINTI, Gianluca
VINTI, Gianluca
DIPARTIMENTO DI MATEMATICA E INFORMATICA
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 comparison between the sampling Kantorovich algorithm for digital image processing with some interpolation and quasi-interpolation methods
2020 Costarelli, Danilo; Seracini, Marco; Vinti, Gianluca
A concept of absolute continuity and its characterization in terms of convergence in variation
2016 Angeloni, Laura; Vinti, Gianluca
A general approach to the convergence theorems of generalized sampling series
1997 Bardaro, Carlo; Vinti, Gianluca
A General Approximation Approach for the Simultaneous Treatment of Integral and Discrete Operators
2018 Vinti, Gianluca; Zampogni, Luca
A general approximation result for nonlinear integral operators and applications to signal processing
2001 Vinti, Gianluca
A general method to study the convergence of nonlinear operators in Orlicz spaces
2022 Vinti, G.; Zampogni, L.
A Jackson-type estimate in terms of the $\tau$-modulus for neural network operators in $L^p$-spaces
2024 Boccali, L.; Costarelli, D.; Vinti, G.
A Large Scale Analysis for Testing a Mathematical Model for the Study of Vascular Pathologies
2023 Travaglini, A.; Vinti, G.; Scalera, G. B.; Scialpi, M.
A mathematical model for the analysis of eye fundus images in healthy and diabetic patients
2023 Travaglini, A.; Vinti, G.
A model for the improvement of thermal bridges quantitative assessment by infrared thermography
2018 Baldinelli, Giorgio; Bianchi, Francesco; Rotili, Antonella; Costarelli, Danilo; Seracini, Marco; Vinti, Gianluca; Asdrubali, Francesco; Evangelisti, Luca
A modular convergence theorem for certain nonlinear integral operators with homogeneous kernel
1997 Bardaro, Carlo; Vinti, Gianluca
A quantitative estimate for the sampling Kantorovich series in terms of the modulus of continuity in Orlicz spaces
2019 Costarelli, Danilo; Vinti, Gianluca
A review on approximation results for integral operators in the space of functions of bounded variation
2016 Angeloni, Laura; Vinti, Gianluca
A scientific profile of Patrizia Pucci
2013 Vinti, Gianluca
A segmentation procedure of the pervious area of the aorta artery from CT images without contrast medium
2020 Costarelli, D.; Seracini, M.; Vinti, G.
A solution of the problem of inverse approximation for the sampling kantorovich operators in case of lipschitz functions
2020 Cantarini, M.; Costarelli, D.; Vinti, G.
A sufficient condition for the convergence of a certain modulus of smoothness in multidimensional setting
2013 Angeloni, Laura; Vinti, Gianluca