Morse-Smale Decompositions for Modeling Terrain Knowledge. - Lidija Comic; Leila De Floriani; Laura Papaleo (COSIT, 2005)

Algorithms for the Construction of Digital Convex Fuzzy Hulls. - Nebojsa M. Ralevic; Lidija Comic (EUSFLAT Conf. (2), 2007)

Cancellation of Critical Points in 2D and 3D Morse and Morse-Smale Complexes. - Lidija Comic; Leila De Floriani (DGCI, 2008)

Multi-Scale 3D Morse Complexes. - Lidija Comic; Leila De Floriani (ICCSA Workshops, 2008)

Tree-Based Encoding for Cancellations on Morse Complexes. - Lidija Comic; Leila De Floriani (IWCIA, 2009)

Building Morphological Representations for 2D and 3D Scalar Fields. - Lidija Comic; Leila De Floriani; Federico Iuricich (Eurographics Italian Chapter Conference, 2010)

Modeling and Simplifying Morse Complexes in Arbitrary Dimensions. - Lidija Comic; Leila De Floriani (Topological Methods in Data Analysis and Visualization, 2011)

Smale-Like Decomposition and Forman Theory for Discrete Scalar Fields. - Lidija Comic; Mohammed Mostefa Mesmoudi; Leila De Floriani (DGCI, 2011)

Simplifying morphological representations of 2D and 3D scalar fields. - Lidija Comic; Leila De Floriani; Federico Iuricich (GIS, 2011)

Dimension-independent simplification and refinement of Morse complexes. - Lidija Comic; Leila De Floriani (Graph. Model., 2011)

Topological Operators on Cell Complexes in Arbitrary Dimensions. - Lidija Comic; Leila De Floriani (CTIC, 2012)

Dimension-independent multi-resolution Morse complexes. - Lidija Comic; Leila De Floriani; Federico Iuricich (Comput. Graph., 2012)

Modeling Three-Dimensional Morse and Morse-Smale Complexes. - Lidija Comic; Leila De Floriani; Federico Iuricich (Innovations for Shape Analysis, Models and Algorithms, 2013)

Multi-resolution Cell Complexes Based on Homology-Preserving Euler Operators. - Lidija Comic; Leila De Floriani; Federico Iuricich (DGCI, 2013)

Simplification Operators on a Dimension-Independent Graph-Based Representation of Morse Complexes. - Lidija Comic; Leila De Floriani; Federico Iuricich (ISMM, 2013)

Topological modifications and hierarchical representation of cell complexes in arbitrary dimensions. - Lidija Comic; Leila De Floriani; Federico Iuricich; Ulderico Fugacci (Comput. Vis. Image Underst., 2014)

Morphological Modeling of Terrains and Volume Data - Lidija Comic; Leila De Floriani; Paola Magillo; Federico Iuricich (Springer, 2014)

A Combinatorial 4-Coordinate System for the Diamond Grid. - Lidija Comic; Benedek Nagy (ISMM, 2015)

A combinatorial 3-coordinate system for the face centered cubic grid. - Lidija Comic; Benedek Nagy (ISPA, 2015)

Morse Chain Complex from Forman Gradient in 3D with Z2 Coefficients. - Lidija Comic (CTIC, 2016)

Computing a discrete Morse gradient from a watershed decomposition. - Lidija Comic; Leila De Floriani; Federico Iuricich; Paola Magillo (Comput. Graph., 2016)

A combinatorial coordinate system for the body-centered cubic grid. - Lidija Comic; Benedek Nagy (Graph. Model., 2016)

A topological 4-coordinate system for the face centered cubic grid. - Lidija Comic; Benedek Nagy (Pattern Recognit. Lett., 2016)

On Gaps in Digital Objects. - Lidija Comic (IWCIA, 2018)

A description of the diamond grid for topological and combinatorial analysis. - Lidija Comic; Benedek Nagy (Graph. Model., 2018)

On the Computation of the Euler Characteristic of Binary Images in the Triangular Grid. - Lidija Comic; Andrija Blesic (CAIP (2), 2019)

Gaps and Well-Composed Objects in the Triangular Grid. - Lidija Comic (CTIC, 2019)

Convex and Concave Vertices on a Simple Closed Curve in the Triangular Grid. - Lidija Comic (DGCI, 2019)

Repairing 3D binary images using the BCC grid with a 4-valued combinatorial coordinate system. - Lidija Comic; Paola Magillo (Inf. Sci., 2019)

Repairing 3D Binary Images Using the FCC Grid. - Lidija Comic; Paola Magillo (J. Math. Imaging Vis., 2019)

Repairing Binary Images Through the 2D Diamond Grid. - Lidija Comic; Paola Magillo (IWCIA, 2020)

On Hamiltonian cycles in the FCC grid. - Lidija Comic; Paola Magillo (Comput. Graph., 2020)

Surface-based computation of the Euler characteristic in the cubical grid. - Lidija Comic; Paola Magillo (Graph. Model., 2020)

A Combinatorial Coordinate System for the Vertices in the Octagonal C4C8(R) Grid. - Lidija Comic (CAIP (1), 2021)

Body Centered Cubic Grid - Coordinate System and Discrete Analytical Plane Definition. - Lidija Comic; Rita Zrour; Gaëlle Largeteau-Skapin; Ranita Biswas; Eric Andres (DGMM, 2021)

A Combinatorial Coordinate System for the Vertices in the Octagonal $C_{4}C_{8}(S)$ Grid. - Lidija Comic (ISPA, 2021)

Transparent Management of Adjacencies in the Cubic Grid. - Paola Magillo; Lidija Comic (IbPRIA, 2022)

A Simple yet Effective Image Repairing Algorithm. - Lidija Comic; Paola Magillo (ICIAP Workshops, 2022)

Computation of 2D Discrete Geometric Moments Through Inclusion-Exclusion. - Lidija Comic; Paola Magillo (ICPRAI (1), 2022)

On the Number of 0-Tandems in Simple nD Digital 0-Connected Curves. - Lidija Comic (IWCIA, 2022)

Crossing-free paths in the square grid. - Lidija Comic; Paola Magillo (Comput. Graph., 2023)

Discrete analytical objects in the body-centered cubic grid. - Lidija Comic; Gaëlle Largeteau-Skapin; Rita Zrour; Ranita Biswas; Eric Andres (Pattern Recognit., 2023)

Surface-Based Computation of the Euler Characteristic in the BCC Grid. - Lidija Comic; Paola Magillo (J. Math. Imaging Vis., 2023)

Bijective Digitized 3D Rotation Based on Beam Shears. - Lidija Comic; Rita Zrour; Eric Andres; Gaëlle Largeteau-Skapin (DGMM, 2024)

Vertex-Degree-Based Topological Indices of Rectangular Blocks of Unit Cells in the Simple Cubic Grid. - Lidija Comic; Nebojsa M. Ralevic (SISY, 2024)

Computation of 2D Continuous Geometric Moments Through Inclusion-Exclusion. - Paola Magillo; Lidija Comic (J. Math. Imaging Vis., 2024)

Computation of 2D Discrete Geometric Moments on Quadtrees. - Paola Magillo; Lidija Comic (ICPRAM, 2025)

Discrete circles: analytical definition and generation in the hexagonal grid. - Rita Zrour; Lidija Comic; Eric Andres; Gaëlle Largeteau-Skapin (J. Comb. Optim., 2025)

Self-avoiding closed curves in the regular and semiregular grids. - Lidija Comic; Paola Magillo (Discret. Appl. Math., 2026)