Computing Cocycles on Simplicial Complexes. - Rocío González-Díaz; Pedro Real 001 (CASC, 1999)

An Algorithm for Computing Cocyclic Matrices Developed over Some Semidirect Products. - Víctor Álvarez 001; José Andrés Armario; María Dolores Frau; Pedro Real 001 (AAECC, 2001)

"Coalgebra" Structures on 1-Homological Models for Commutative Differential Graded Algebras. - María José Jiménez 001; Pedro Real 001 (CASC, 2001)

Towards Digital Cohomology. - Rocío González-Díaz; Pedro Real 001 (DGCI, 2003)

Algebraic Topological Analysis of Time-Sequence of Digital Images. - Rocío González-Díaz; Belén Medrano; Pedro Real 001; Javier Sánchez-Peláez (CASC, 2005)

On the cohomology of 3D digital images. - Rocío González-Díaz; Pedro Real 001 (Discret. Appl. Math., 2005)

Simplification techniques for maps in simplicial topology. - Rocío González-Díaz; Pedro Real 001 (J. Symb. Comput., 2005)

A Genetic Algorithm for Cocyclic Hadamard Matrices. - Víctor Álvarez 001; José Andrés Armario; María Dolores Frau; Pedro Real 001 (AAECC, 2006)

Comparison Maps for Relatively Free Resolutions. - Víctor Álvarez 001; José Andrés Armario; María Dolores Frau; Pedro Real 001 (CASC, 2006)

Reducing Computational Costs in the Basic Perturbation Lemma. - Ainhoa Berciano; María José Jiménez 001; Pedro Real 001 (CASC, 2006)

Simplicial Perturbation Techniques and Effective Homology. - Rocío González-Díaz; Belén Medrano; Javier Sánchez-Peláez; Pedro Real 001 (CASC, 2006)

Reusing Integer Homology Information of Binary Digital Images. - Rocío González-Díaz; Belén Medrano; Javier Sánchez-Peláez; Pedro Real 001 (DGCI, 2006)

A Mathematica Notebook for Computing the Homology of Iterated Products of Groups. - Víctor Álvarez 001; José Andrés Armario; María Dolores Frau; Pedro Real 001 (ICMS, 2006)

Calculating Cocyclic Hadamard Matrices in Mathematica: Exhaustive and Heuristic Searches. - Víctor Álvarez 001; José Andrés Armario; María Dolores Frau; Pedro Real 001 (ICMS, 2006)

A Graph-with-Loop Structure for a Topological Representation of 3D Objects. - Rocío González-Díaz; María José Jiménez 001; Belén Medrano; Pedro Real 001 (CAIP, 2007)

On the Computation of Ainfinity-Maps. - Ainhoa Berciano; María José Jiménez 001; Pedro Real 001 (CASC, 2007)

Extending the Notion of AT-Model for Integer Homology Computation. - Rocío González-Díaz; María José Jiménez 001; Belén Medrano; Pedro Real 001 (GbRPR, 2007)

Integral Operators for Computing Homology Generators at Any Dimension. - Rocío González-Díaz; María José Jiménez 001; Belén Medrano; Helena Molina-Abril; Pedro Real 001 (CIARP, 2008)

Advanced Homology Computation of Digital Volumes Via Cell Complexes. - Helena Molina-Abril; Pedro Real 001 (SSPR/SPR, 2008)

Homological Tree-Based Strategies for Image Analysis. - Pedro Real 001; Helena Molina-Abril; Walter G. Kropatsch (CAIP, 2009)

Segmentation in 2D and 3D Image Using Tissue-Like P System. - Hepzibah A. Christinal; Daniel Díaz-Pernil; Pedro Real Jurado (CIARP, 2009)

Homological Computation Using Spanning Trees. - Helena Molina-Abril; Pedro Real 001 (CIARP, 2009)

Getting Topological Information for a 80-Adjacency Doxel-Based 4D Volume through a Polytopal Cell Complex. - Ana Pacheco; Pedro Real 001 (CIARP, 2009)

Decomposing Cavities in Digital Volumes into Products of Cycles. - Ainhoa Berciano; Helena Molina-Abril; Ana Pacheco; Pawel Pilarczyk; Pedro Real 001 (DGCI, 2009)

Cell AT-Models for Digital Volumes. - Pedro Real 001; Helena Molina-Abril (GbRPR, 2009)

Connectivity Forests for Homological Analysis of Digital Volumes. - Pedro Real 001 (IWANN (1), 2009)

Using Membrane Computing for Obtaining Homology Groups of Binary 2D Digital Images. - Hepzibah A. Christinal; Daniel Díaz-Pernil; Pedro Real Jurado (IWCIA, 2009)

Polyhedrization, Homology and Orientation. - Ana Pacheco; Pedro Real 001 (IWCIA Special Track on Applications, 2009)

Chain homotopies for object topological representations. - Rocío González-Díaz; María José Jiménez 001; Belén Medrano; Pedro Real 001 (Discret. Appl. Math., 2009)

A tool for integer homology computation: lambda-AT-model. - Rocío González-Díaz; María José Jiménez 001; Belén Medrano; Pedro Real 001 (Image Vis. Comput., 2009)

The homological reduction method for computing cocyclic Hadamard matrices. - Víctor Álvarez 001; José Andrés Armario; María Dolores Frau; Pedro Real 001 (J. Symb. Comput., 2009)

A bio-inspired software for segmenting digital images. - Daniel Díaz-Pernil; Helena Molina-Abril; Pedro Real 001; Miguel Angel Gutiérrez-Naranjo (BIC-TA, 2010)

P systems and computational algebraic topology. - Hepzibah A. Christinal; Daniel Díaz-Pernil; Pedro Real 001 (Math. Comput. Model., 2010)

A Homological-Based Description of Subdivided nD Objects. - Helena Molina-Abril; Pedro Real 001 (CAIP (1), 2011)

Associating Cell Complexes to Four Dimensional Digital Objects. - Ana Pacheco; Pedro Real 001 (DGCI, 2011)

Determining Bricks of 3-Dimensional Cell Complexes. - Ana Pacheco; Jean-Luc Mari; Pedro Real 001 (IWCIA Special Track on Applications, 2011)

Region-based segmentation of 2D and 3D images with tissue-like P systems. - Hepzibah A. Christinal; Daniel Díaz-Pernil; Pedro Real 001 (Pattern Recognit. Lett., 2011)

Triangle Mesh Compression and Homological Spanning Forests. - Javier Carnero; Helena Molina-Abril; Pedro Real 001 (CTIC, 2012)

An Efficient Algorithm to Compute Subsets of Points in ℤ n. - Ana Pacheco; Pedro Real 001 (CTIC, 2012)

Homological models for semidirect products of finitely generated Abelian groups. - Víctor Álvarez 001; José Andrés Armario; María Dolores Frau; Pedro Real 001 (Appl. Algebra Eng. Commun. Comput., 2012)

Searching high order invariants in computer imagery. - Ainhoa Berciano; Helena Molina-Abril; Pedro Real 001 (Appl. Algebra Eng. Commun. Comput., 2012)

Using Membrane Computing for Effective Homology. - Daniel Díaz-Pernil; Hepzibah A. Christinal; Miguel Angel Gutiérrez-Naranjo; Pedro Real 001 (Appl. Algebra Eng. Commun. Comput., 2012)

Homological spanning forest framework for 2D image analysis. - Helena Molina-Abril; Pedro Real 001 (Ann. Math. Artif. Intell., 2012)

Designing a new software tool for Digital Imagery based on P systems. - Daniel Díaz-Pernil; Miguel Angel Gutiérrez-Naranjo; Helena Molina-Abril; Pedro Real 001 (Nat. Comput., 2012)

Computational Topology in Image Context. - Rocío González-Díaz; Pedro Real Jurado (Pattern Recognit. Lett., 2012)

Homological optimality in Discrete Morse Theory through chain homotopies. - Helena Molina-Abril; Pedro Real 001 (Pattern Recognit. Lett., 2012)

A continuous analog for 4-dimensional objects. - Ana Pacheco; Jean-Luc Mari; Pedro Real 001 (Ann. Math. Artif. Intell., 2013)

Computer Analysis of Images and Patterns. - Pedro Real 001 (J. Math. Imaging Vis., 2013)

Special issue on computer analysis of images and patterns. - Pedro Real 001; Walter G. Kropatsch (Pattern Recognit. Lett., 2013)

Computing Homological Information Based on Directed Graphs within Discrete Objects. - Aldo Gonzalez-Lorenzo; Alexandra Bac; Jean-Luc Mari; Pedro Real 001 (SYNASC, 2014)

Cellular Skeletons: A New Approach to Topological Skeletons with Geometric Features. - Aldo Gonzalez-Lorenzo; Alexandra Bac; Jean-Luc Mari; Pedro Real 001 (CAIP (2), 2015)

A Parallel Implementation for Computing the Region-Adjacency-Tree of a Segmentation of a 2D Digital Image. - Fernando Díaz-del-Río; Pedro Real 001; Darian M. Onchis (PSIVT Workshops, 2015)

On higher dimensional cocyclic Hadamard matrices. - Víctor Álvarez 001; José Andrés Armario; María Dolores Frau; Pedro Real 001 (Appl. Algebra Eng. Commun. Comput., 2015)

Editorial. - Graham Ellis; Aniceto Murillo; Pedro Real 001; Eduardo Sáenz-de-Cabezón (Appl. Algebra Eng. Commun. Comput., 2015)

Searching combinatorial optimality using graph-based homology information. - Pedro Real 001; Helena Molina-Abril; Aldo Gonzalez-Lorenzo; Alexandra Bac; Jean-Luc Mari (Appl. Algebra Eng. Commun. Comput., 2015)

Membrane parallelism for discrete Morse theory applied to digital images. - Raúl Reina-Molina; Daniel Díaz-Pernil; Pedro Real 001; Ainhoa Berciano (Appl. Algebra Eng. Commun. Comput., 2015)

Computation of cubical homology, cohomology, and (co)homological operations via chain contraction. - Pawel Pilarczyk; Pedro Real 001 (Adv. Comput. Math., 2015)

Connectivity calculus of fractal polyhedrons. - Helena Molina-Abril; Pedro Real 001; Akira Nakamura; Reinhard Klette (Pattern Recognit., 2015)

Topological Comparisons of Fluvial Reservoir Rock Volumes Using Betti Numbers: Application to CO _2 2 Storage Uncertainty Analysis. - Asmae Dahrabou; Sophie Viseur; Aldo Gonzalez-Lorenzo; Jérémy Rohmer 001; Alexandra Bac; Pedro Real 001; Jean-Luc Mari; Pascal Audigane (CTIC, 2016)

Fast, Simple and Separable Computation of Betti Numbers on Three-Dimensional Cubical Complexes. - Aldo Gonzalez-Lorenzo; Mateusz Juda; Alexandra Bac; Jean-Luc Mari; Pedro Real 001 (CTIC, 2016)

On Homotopy Continuation for Speech Restoration. - Darian M. Onchis; Pedro Real 001 (CTIC, 2016)

Two Measures for the Homology Groups of Binary Volumes. - Aldo Gonzalez-Lorenzo; Alexandra Bac; Jean-Luc Mari; Pedro Real 001 (DGCI, 2016)

Detection of the mandibular canal in orthopantomography using a Gabor-filtered anisotropic generalized Hough transform. - Darian Onchis-Moaca; Simone Zappalá; Smaranda Laura Gotia; Pedro Real 001; Marius Pricop (Pattern Recognit. Lett., 2016)

Special issue on GeToHa. - Pedro Real 001; Darian M. Onchis; Helena Molina-Abril; Mihail Gaianu (Pattern Recognit. Lett., 2016)

Effective homology of k-D digital objects (partially) calculated in parallel. - Raúl Reina-Molina; Daniel Díaz-Pernil; Pedro Real 001; Ainhoa Berciano (Pattern Recognit. Lett., 2016)

A parallel Homological Spanning Forest framework for 2D topological image analysis. - Fernando Díaz-del-Río; Pedro Real 001; Darian M. Onchis (Pattern Recognit. Lett., 2016)

Space-Variant Gabor Decomposition for Filtering 3D Medical Images. - Darian M. Onchis; Codruta Istin; Pedro Real 001 (CAIP (2), 2017)

Labeling Color 2D Digital Images in Theoretical Near Logarithmic Time. - Fernando Díaz-del-Río; Pedro Real 001; Darian M. Onchis (CAIP (2), 2017)

Toward Parallel Computation of Dense Homotopy Skeletons for nD Digital Objects. - Pedro Real 001; Fernando Díaz-del-Río; Darian M. Onchis (IWCIA, 2017)

Numerical stability of spline-based Gabor-like systems. - Darian M. Onchis; Simone Zappalá; Pedro Real 001; Codruta Istin (EUSIPCO, 2018)

Refined Deep Learning for Digital Objects Recognition via Betti Invariants. - Darian M. Onchis; Codruta Istin; Pedro Real 001 (CAIP (1), 2019)

Homological Region Adjacency Tree for a 3D Binary Digital Image via HSF Model. - Pedro Real 001; Helena Molina-Abril; Fernando Díaz-del-Río; Sergio Blanco-Trejo (CAIP (1), 2019)

Topological Homogeneity for Electron Microscopy Images. - Helena Molina-Abril; Fernando Díaz del Río; Maria De La Paz Guerrero-Lebrero; Pedro Real 001; Guillermo Bárcena-Gonzalez; Veronica Braza; Elisa Guerrero Vázquez; David González; Pedro L. Galindo (CTIC, 2019)

Generating Second Order (Co)homological Information within AT-Model Context. - Pedro Real 001; Helena Molina-Abril; Fernando Díaz-del-Río; Darian M. Onchis (CTIC, 2019)

Computing the Component-Labeling and the Adjacency Tree of a Binary Digital Image in Near Logarithmic-Time. - Fernando Díaz del Río; Helena Molina-Abril; Pedro Real 001 (CTIC, 2019)

Enhanced Parallel Generation of Tree Structures for the Recognition of 3D Images. - Pedro Real 001; Helena Molina-Abril; Fernando Díaz-del-Río; Sergio Blanco-Trejo; Darian M. Onchis (MCPR, 2019)

Fractal Topological Analysis for 2D Binary Digital Images. - Sergio Blanco-Trejo; Claudio Alemán-Morillo; Fernando Díaz-del-Río; Pedro Real 001 (Math. Comput. Sci., 2019)

Editorial of the special issue TIAR: Topological image analysis and recognition. - Hepzibah A. Christinal; Fernando Díaz-del-Río; Rebeca Marfil; Helena Molina-Abril; Darian Onchis-Moaca; Pedro Real 001 (Pattern Recognit. Lett., 2020)

Generating (co)homological information using boundary scale. - Helena Molina-Abril; Pedro Real 001; Fernando Díaz-del-Río (Pattern Recognit. Lett., 2020)

Parallel connected-Component-Labeling based on homotopy trees. - Fernando Díaz-del-Río; Pablo Sánchez-Cuevas; Helena Molina-Abril; Pedro Real 001 (Pattern Recognit. Lett., 2020)

Building Hierarchical Tree Representations Using Homological-Based Tools. - Fernando Díaz-del-Río; Pablo Sánchez-Cuevas; Helena Molina-Abril; Pedro Real 001; María José Moron-Fernández (CAIP (2), 2021)

A Topologically Consistent Color Digital Image Representation by a Single Tree. - Pablo Sánchez-Cuevas; Fernando Díaz-del-Río; Helena Molina-Abril; Pedro Real 001 (CIARP, 2021)

On the Topological Disparity Characterization of Square-Pixel Binary Image Data by a Labeled Bipartite Graph. - Pablo Sánchez-Cuevas; Pedro Real 001; Fernando Díaz-del-Río; Helena Molina-Abril; María José Moron-Fernández (IbPRIA, 2022)

A representation of the topological complexity of a 2D binary digital image using Homological Spanning Forests. - Pablo Sánchez-Cuevas; Fernando Díaz-del-Río; Pedro Real 001; Helena Molina-Abril (ISAIM, 2022)

Parallel Setup for computing the Homological Region Adjacency Tree of a 3D binary image. - Pablo Sánchez-Cuevas; Fernando Díaz-del-Río; Pedro Real 001; Helena Molina-Abril; Darian M. Onchis; Sergio Blanco-Trejo (ISAIM, 2022)

Autonomous Underwater Vehicles: Identifying Critical Issues and Future Perspectives in Image Acquisition. - Alberto Monterroso Muñoz; María José Moron-Fernández; Daniel Cascado Caballero; Fernando Díaz-del-Río; Pedro Real 001 (Sensors, 2023)

Fully Parallel Homological Region Adjacency Graph via Frontier Recognition. - Fernando Díaz-del-Río; Pablo Sánchez-Cuevas; María José Moron-Fernández; Daniel Cascado Caballero; Helena Molina-Abril; Pedro Real 001 (Algorithms, 2023)

Analysis of Connectome Graphs Based on Boundary Scale. - María José Moron-Fernández; Ludovica Maria Amedeo; Alberto Monterroso Muñoz; Helena Molina-Abril; Fernando Díaz-del-Río; Fabiano Bini; Franco Marinozzi; Pedro Real 001 (Sensors, 2023)

Parallel homological calculus for 3D binary digital images. - Fernando Díaz-del-Río; Helena Molina-Abril; Pedro Real 001; Darian M. Onchis; Sergio Blanco-Trejo (Ann. Math. Artif. Intell., 2024)

Topological scale framework for hypergraphs. - Helena Molina-Abril; María José Morón-Fernández; Marc Benito-Marimón; Fernando Díaz-del-Río; Pedro Real 001 (Appl. Math. Comput., 2025)