Simulation of Exaptive Behaviour. - Pedro Paulo Balbi de Oliveira (PPSN, 1994)

An empirical exploration of computations with a cellular-automata-based artificial life. - Pedro Paulo Balbi de Oliveira (1994)

A Research Agenda for Iterative Approaches to Inverse Problems Using Evolutionary Computation. - Pedro Paulo Balbi de Oliveira; Fernando Manuel Ramos; R. C. Gatto; Haroldo F. de Campos Velho; Stephan Stephany; P. L. K. G. Navarro; Phil Husbands; Inman Harvey (International Conference on Evolutionary Computation, 1996)

A Simple, Multi-Architecture, Parallel Procedure for Generating Combinations. - Pedro Paulo Balbi de Oliveira (PaCT, 1997)

An Evolutionary Approach in Quantitative Spectroscopy. - Phil Husbands; Pedro Paulo Balbi de Oliveira (SEAL, 1998)

Using the GasNet Model in Discrete Domains. - Carmen L. R. Santos; Celso R. Souza; Pedro Paulo Balbi de Oliveira; Phil Husbands (SBRN, 2000)

Guidelines for dynamics-based parameterization of one-dimensional cellular automata rule spaces. - Gina Maira Barbosa de Oliveira; Pedro Paulo Balbi de Oliveira; Nizam Omar (Complex., 2000)

Improving genetic search for one-dimensional cellular automata, using heuristics related to their dynamic behavior forecast. - Gina M. B. Oliveira; Pedro P. B. de Oliveira; Nizam Omar (CEC, 2001)

Definition and Application of a Five-Parameter Characterization of One-Dimensional Cellular Automata Rule Space. - Gina M. B. Oliveira; Pedro Paulo Balbi de Oliveira; Nizam Omar (Artif. Life, 2001)

Three Case Studies of the Gasnet Model in Discrete Domains. - Carmen L. R. Santos; Pedro Paulo Balbi de Oliveira; Phil Husbands (Int. J. Neural Syst., 2001)

Dynamic Behaviour Forecast as a Driving Force in the Coevolution of One-Dimensional Cellular Automata. - Gina M. B. Oliveira; Oscar K. N. Asakura; Pedro Paulo Balbi de Oliveira (SBRN, 2002)

Coevolutionary search for one-dimensional cellular automata, based on parameters related to their dynamic behaviour. - Gina M. B. Oliveira; Oscar K. N. Asakura; Pedro Paulo Balbi de Oliveira (J. Intell. Fuzzy Syst., 2002)

Evolving Sequential Combinations of Elementary Cellular Automata Rules. - Claudio L. M. Martins; Pedro Paulo Balbi de Oliveira (ECAL, 2005)

The best currently known class of dynamically equivalent cellular automata rules for density classification. - Pedro Paulo Balbi de Oliveira; José C. Bortot; Gina M. B. Oliveira (Neurocomputing, 2006)

Further Results on Multiobjective Evolutionary Search for One-Dimensional, Density Classifier, Cellular Automata, and Strategy Analysis of the Rules. - Gina M. B. Oliveira; José C. Bortot; Pedro Paulo Balbi de Oliveira (LAPTEC, 2007)

A definition of conservation degree for one-dimensional cellular automata rules. - Angelo Schranko; Paulo E. Florencio; Rogério M. Ywassa; Pedro Paulo Balbi de Oliveira (Automata, 2008)

Cellular Automata Based Modeling of the Formation and Evolution of Social Networks: A Case in Dentistry. - Rubens A. Zimbres; Eliane P. Z. Brito; Pedro Paulo Balbi de Oliveira (ICEIS (2), 2008)

Clusterization of an Online Game Community through Self-Organizing Maps and an Evolved Fuzzy System. - Lia C. Rodrigues; Clodoaldo Ap. M. Lima; Pedro Paulo Balbi de Oliveira; Pollyana Notargiacomo Mustaro (ICNC (2), 2008)

An Approach to Searching for Two-Dimensional Cellular Automata for Recognition of Handwritten Digits. - C. C. Oliveira; Pedro Paulo Balbi de Oliveira (MICAI, 2008)

Very Effective Evolutionary Techniques for Searching Cellular Automata Rule Spaces. - Dietmar Wolz; Pedro Paulo Balbi de Oliveira (J. Cell. Autom., 2008)

Improvement of a Result on Sequencing Elementary Cellular Automata Rules for Solving the Parity Problem. - Claudio L. M. Martins; Pedro Paulo Balbi de Oliveira (AUTOMATA, 2009)

Preface. - Pedro Paulo Balbi de Oliveira; Jarkko Kari (AUTOMATA, 2009)

Dynamics of Quality Perception in a Social Network: A Cellular Automaton Based Model in Aesthetics Services. - Rubens A. Zimbres; Pedro Paulo Balbi de Oliveira (AUTOMATA, 2009)

Towards the Definition of Conservation Degree for One-Dimensional Cellular Automata Rules. - Angelo Schranko; Pedro Paulo Balbi de Oliveira (J. Cell. Autom., 2010)

Ternary representation improves the search for binary, one-dimensional density classifier cellular automata. - Pedro Paulo Balbi de Oliveira; Mateus Interciso (IEEE Congress on Evolutionary Computation, 2011)

Preface: AUTOMATA 2009. - Pedro Paulo Balbi de Oliveira (J. Cell. Autom., 2011)

Derivation and Representation of One-Dimensional, Reversible, Number-Conserving Cellular Automata Rules. - Angelo Schranko; Pedro Paulo Balbi de Oliveira (J. Cell. Autom., 2011)

Brazilian highways from slime mold's point of view. - Andrew Adamatzky; Pedro Paulo Balbi de Oliveira (Kybernetes, 2011)

On the Parity Problem in One-Dimensional Cellular Automata - Heather Betel; Pedro Paulo Balbi de Oliveira; Paola Flocchini (AUTOMATA & JAC, 2012)

Conceptual Connections around Density Determination in Cellular Automata. - Pedro Paulo Balbi de Oliveira (Automata, 2013)

Solving the parity problem in one-dimensional cellular automata. - Heather Betel; Pedro Paulo Balbi de Oliveira; Paola Flocchini (Nat. Comput., 2013)

Are motorways rational from slime mould's point of view? - Andrew Adamatzky; Selim G. Akl; Ramón Alonso-Sanz; Wesley van Dessel; Zuwairie Ibrahim; Andrew Ilachinski; Jeff Jones; Anne V. D. M. Kayem; Genaro Juárez Martínez; Pedro Paulo Balbi de Oliveira; Mikhail Prokopenko; Theresa Schubert; et al. (Int. J. Parallel Emergent Distributed Syst., 2013)

Detection of filter-like cellular automata spectra. - Eurico L. P. Ruivo; Pedro Paulo Balbi de Oliveira (IJCNN, 2014)

On Density Determination With Cellular Automata: Results, Constructions and Directions. - Pedro Paulo Balbi de Oliveira (J. Cell. Autom., 2014)

Merging Cellular Automata Rules to Optimise a Solution to the Modulo-n Problem. - Claudio L. M. Martins; Pedro Paulo Balbi de Oliveira (Automata, 2015)

Sorting with One-Dimensional Cellular Automata Using Odd-Even Transposition. - Carlos E. P. de Carvalho; Pedro Paulo Balbi de Oliveira (WorldCIST (1), 2015)

Computational Evidence Against the Possibility of Density Determination with Fixed Arrangements of Non-Local Elementary Rules. - Pedro Paulo Balbi de Oliveira; Fernando Faria; Rogério Zanon; Renato M. Leite (Int. J. Unconv. Comput., 2015)

Partial Reversibility of One-Dimensional Cellular Automata. - Ronaldo de Castro Corrêa; Pedro Paulo Balbi de Oliveira (Automata, 2016)

The Difference Operation Between Templates of Binary Cellular Automata. - Zorandir Soares; Maurício Verardo; Pedro Paulo Balbi de Oliveira (WorldCIST (1), 2016)

Advances in the study of elementary cellular automata regular language complexity. - Pedro Paulo Balbi de Oliveira; Eurico L. P. Ruivo; Wander L. Costa; Fábio T. Miki; Victor V. Trafaniuc (Complex., 2016)

Computing Modulo-n by Composing Cellular Automata Rules. - Claudio L. M. Martins; Pedro Paulo Balbi de Oliveira (Fundam. Informaticae, 2016)

Extending standard evolutionary programming with self-adaptive stable distributions. - Leopoldo B. Carvalho; Pedro Paulo Balbi de Oliveira (Int. J. Parallel Emergent Distributed Syst., 2016)

Inferring the Limit Behavior of Some Elementary Cellular Automata. - Eurico L. P. Ruivo; Pedro Paulo Balbi de Oliveira (Int. J. Bifurc. Chaos, 2017)

Guided Evolutionary Search for Boolean Networks in the Density Classification Problem. - Thiago de Mattos; Pedro Paulo Balbi de Oliveira (DCAI, 2018)

Shift-equivalence of k-ary, one-dimensional cellular automata rules. - Eurico L. P. Ruivo; Pedro P. B. de Oliveira; Fabiola Lobos; Eric Goles 001 (Commun. Nonlinear Sci. Numer. Simul., 2018)

A Mining a Class of Decision Problems for One-dimensional Cellular Automata. - Fabiola Lobos; Eric Goles 001; Eurico L. P. Ruivo; Pedro Paulo Balbi de Oliveira; Pedro Montealegre 001 (J. Cell. Autom., 2018)

A portfolio of classification problems by one-dimensional cellular automata, over cyclic binary configurations and parallel update. - Marco Montalva-Medel; Pedro Paulo Balbi de Oliveira; Eric Goles 001 (Nat. Comput., 2018)

Minimal Discretised Agent-Based Modelling of the Dynamics of Change in Reactive Systems. - Tiago G. Correale; Pedro Paulo Balbi de Oliveira (From Parallel to Emergent Computing, 2019)

Density Classification Based on Agents Under Majority Rule: Connectivity Influence on Performance. - Willyan Daniel Abilhoa; Pedro Paulo Balbi de Oliveira (DCAI, 2019)

A Fully Operational Framework for Handling Cellular Automata Templates. - Maurício Verardo; Pedro Paulo Balbi de Oliveira (Complex., 2019)

Automatic Texture Based Classification of the Dynamics of One-Dimensional Binary Cellular Automata. - Marcelo Arbori Nogueira; Pedro Paulo Balbi de Oliveira (Int. J. Nat. Comput. Res., 2019)

A perfect solution to the parity problem with elementary cellular automaton 150 under asynchronous update. - Eurico L. P. Ruivo; Pedro Paulo Balbi de Oliveira (Inf. Sci., 2019)

Preliminaries on a Stochastic Cellular Automaton Based Framework for Studying the Population Dynamics of COVID-19. - Isaías Lima; Pedro Paulo Balbi de Oliveira (ACRI, 2020)

Non-maximal Sensitivity to Synchronism in Periodic Elementary Cellular Automata: Exact Asymptotic Measures. - Pedro Paulo Balbi de Oliveira; Enrico Formenti; Kévin Perrot; Sara Riva; Eurico L. P. Ruivo (Automata, 2020)

Maximum sensitivity to update schedules of elementary cellular automata over infinite configurations. - Eurico L. P. Ruivo; Pedro P. B. de Oliveira; Marco Montalva-Medel; Kévin Perrot (Inf. Comput., 2020)

Computational Complexity of the Stability Problem for Elementary Cellular Automata. - Eric Goles 001; Fabiola Lobos; Pedro Montealegre 001; Eurico L. P. Ruivo; Pedro P. B. de Oliveira (J. Cell. Autom., 2020)

Maximum sensitivity to update schedules of elementary cellular automata over periodic configurations. - Kévin Perrot; Marco Montalva-Medel; Pedro Paulo Balbi de Oliveira; Eurico L. P. Ruivo (Nat. Comput., 2020)

A Spectral Outlook on the Elementary Cellular Automata with Cyclic Configurations and Block-Sequential Asynchronous Updates. - Pedro Paulo Balbi de Oliveira; G. S. Etchebehere; Eurico L. P. Ruivo (Automata and Complexity, 2022)

Characterisation of the elementary cellular automata with neighbourhood priority based deterministic updates. - Pedro Paulo Balbi de Oliveira; Thiago de Mattos; Eurico L. P. Ruivo (Commun. Nonlinear Sci. Numer. Simul., 2022)

Synchronous solution of the parity problem on cyclic configurations, with elementary cellular automaton rule 150, over a family of directed, non-circulant, regular graphs. - Pedro P. B. de Oliveira; Eurico L. P. Ruivo; Fernando Faria (Inf. Sci., 2022)

Preface. - Alonso Castillo-Ramirez; Pedro Paulo Balbi de Oliveira (Nat. Comput., 2022)

Estimates of the collective immunity to COVID-19 derived from a stochastic cellular automaton based framework. - Isaías Lima; Pedro Paulo Balbi de Oliveira (Nat. Comput., 2022)

Non-maximal sensitivity to synchronism in elementary cellular automata: Exact asymptotic measures. - Pedro Paulo Balbi de Oliveira; Enrico Formenti; Kévin Perrot; Sara Riva; Eurico L. P. Ruivo (Theor. Comput. Sci., 2022)

An Analysis of Different Text Representation Schemes for an Immune Clustering Algorithm. - Matheus A. Ferraria; Pedro Paulo Balbi; Leandro Nunes de Castro (DCAI (1), 2024)

A sequential solution to the density classification task using an intermediate alphabet. - Pacôme Perrotin; Pedro Paulo Balbi de Oliveira; Eurico L. P. Ruivo (CoRR, 2024)

Generalisation of a synchronous solution of the parity problem on cyclic configurations over a non-circulant graph. - Fernando Faria; Eurico L. P. Ruivo; Pedro P. B. de Oliveira (Inf. Sci., 2024)

Negative results on density determination with one-dimensional cellular automata with block-sequential asynchronous updates. - Eurico L. P. Ruivo; Kévin Perrot; Pedro P. B. de Oliveira; Pacôme Perrotin (J. Comput. Sci., 2024)

Extensions on the Analysis of Elementary Cellular Automata with Process Graphs. - Lia Kassardjian; Pedro Paulo Balbi; Eurico L. P. Ruivo (Advances in Cellular Automata - Volume 1: Theory (1), 2025)

Fast solutions to k-parity and k-synchronisation using parallel automata networks. - Pacôme Perrotin; Eurico L. P. Ruivo; Pedro Paulo Balbi (Theor. Comput. Sci., 2025)

Cellular automata can really solve the parity problem. - Barbara Wolnik; Anna Nenca; Pedro Paulo Balbi; Bernard De Baets (CoRR, 2025)