First Steps in the Algorithmic Reconstruction of Digital Convex Sets. - Paolo Dulio; Andrea Frosini; Simone Rinaldi; Lama Tarsissi; Laurent Vuillon (WORDS, 2017)

Convexity Preserving Contraction of Digital Sets. - Lama Tarsissi; David Coeurjolly; Yukiko Kenmochi; Pascal Romon (ACPR (2), 2019)

Second Order Balance Property on Christoffel Words. - Lama Tarsissi; Laurent Vuillon (MACIS, 2019)

The Characterization of Rational Numbers Belonging to a Minimal Path in the Stern-Brocot Tree According to a Second Order Balancedness. - Andrea Frosini; Lama Tarsissi (DLT, 2020)

Properties of Unique Degree Sequences of 3-Uniform Hypergraphs. - Michela Ascolese; Andrea Frosini; William Lawrence Kocay; Lama Tarsissi (DGMM, 2021)

On null 3-hypergraphs. - Andrea Frosini; William L. Kocay; Giulia Palma; Lama Tarsissi (Discret. Appl. Math., 2021)

Algorithms for Pixelwise Shape Deformations Preserving Digital Convexity. - Lama Tarsissi; Yukiko Kenmochi; Hadjer Djerroumi; David Coeurjolly; Pascal Romon; Jean-Pierre Borel (DGMM, 2022)

Tomography and Applications. - Paolo Dulio; Andrea Frosini; Grzegorz Rozenberg; Lama Tarsissi (Fundam. Informaticae, 2022)

Further steps on the reconstruction of convex polyominoes from orthogonal projections. - Paolo Dulio; Andrea Frosini; Simone Rinaldi; Lama Tarsissi; Laurent Vuillon (J. Comb. Optim., 2022)

Structure and Complexity of 2-Intersection Graphs of 3-Hypergraphs. - Niccolò Di Marco; Andrea Frosini; William Lawrence Kocay; Elisa Pergola; Lama Tarsissi (Algorithmica, 2023)

Convexity preserving deformations of digital sets: Characterization of removable and insertable pixels. - Lama Tarsissi; Yukiko Kenmochi; Pascal Romon; David Coeurjolly; Jean-Pierre Borel (Discret. Appl. Math., 2023)