AMiGA: the arthropodan mitochondrial genomes accessible database. - Pedro Cipriano Feijão; Lissiene Silva Neiva; Ana Maria Lima de Azeredo-Espin; Ana Cláudia Lessinger (Bioinform., 2006)

SCJ: A Variant of Breakpoint Distance for Which Sorting, Genome Median and Genome Halving Problems Are Easy. - Pedro Feijão; João Meidanis (WABI, 2009)

The SinBiota 2.0 Biodiversity Information System. - Cleber V. G. Mira; Pedro Feijão; Tiago Duque-Estrada; Joao Meidanis; Carlos A. Joly (eScience, 2011)

SCJ: A Breakpoint-Like Distance that Simplifies Several Rearrangement Problems. - Pedro Feijão; João Meidanis (IEEE ACM Trans. Comput. Biol. Bioinform., 2011)

A GRASP-based Heuristic for the Project Portfolio Selection Problem. - Cleber V. G. Mira; Pedro Feijão; Maria Angélica Souza; Arnaldo Vieira Moura; Joao Meidanis; Gabriel A. Costa Lima; Rafael Schmitz; Renato P. Bossolan; Italo T. Freitas (CSE, 2012)

Sobre modelos de rearranjo de genomas. - Pedro Cipriano Feijão (2012)

Rearrangement-Based Phylogeny Using the Single-Cut-or-Join Operation. - Priscila Biller; Pedro Feijão; João Meidanis (IEEE ACM Trans. Comput. Biol. Bioinform., 2013)

Extending the Algebraic Formalism for Genome Rearrangements to Include Linear Chromosomes. - Pedro Feijão; João Meidanis (IEEE ACM Trans. Comput. Biol. Bioinform., 2013)

On the Family-Free DCJ Distance. - Fábio Viduani Martinez; Pedro Feijão; Marília D. V. Braga; Jens Stoye (WABI, 2014)

On the Multichromosomal Hultman Number. - Pedro Feijão; Fábio Viduani Martinez; Annelyse Thévenin (BSB, 2014)

On the family-free DCJ distance and similarity. - Fábio Viduani Martinez; Pedro Feijão; Marília D. V. Braga; Jens Stoye (Algorithms Mol. Biol., 2015)

Reconstruction of ancestral gene orders using intermediate genomes. - Pedro Feijão (BMC Bioinform., 2015)

On the distribution of cycles and paths in multichromosomal breakpoint graphs and the expected value of rearrangement distance. - Pedro Feijão; Fábio Viduani Martinez; Annelyse Thévenin (BMC Bioinform., 2015)

A Linear Time Approximation Algorithm for the DCJ Distance for Genomes with Bounded Number of Duplicates. - Diego P. Rubert; Pedro Feijão; Marília D. V. Braga; Jens Stoye; Fábio Viduani Martinez (WABI, 2016)

Fast ancestral gene order reconstruction of genomes with unequal gene content. - Pedro Feijão; Eloi Araujo (BMC Bioinform., 2016)

A Tractable Variant of the Single Cut or Join Distance with Duplicated Genes. - Pedro Feijão; Aniket C. Mane; Cédric Chauve (RECOMB-CG, 2017)

The gene family-free median of three. - Daniel Doerr; Metin Balaban; Pedro Feijão; Cédric Chauve (Algorithms Mol. Biol., 2017)

Approximating the DCJ distance of balanced genomes in linear time. - Diego P. Rubert; Pedro Feijão; Marília Dias Vieira Braga; Jens Stoye; Fábio Viduani Martinez (Algorithms Mol. Biol., 2017)

The Rooted SCJ Median with Single Gene Duplications. - Aniket C. Mane; Manuel Lafond; Pedro Feijão; Cédric Chauve (RECOMB-CG, 2018)

PathOGiST: A Novel Method for Clustering Pathogen Isolates by Combining Multiple Genotyping Signals. - Mohsen Katebi; Pedro Feijão; Julius Booth; Mehrdad Mansouri; Sean La; Alex Sweeten; Reza Miraskarshahi; Matthew Nguyen; Johnathan Wong; William Hsiao; Cédric Chauve; Leonid Chindelevitch (AlCoB, 2020)

The distance and median problems in the single-cut-or-join model with single-gene duplications. - Aniket C. Mane; Manuel Lafond; Pedro Cipriano Feijão; Cédric Chauve (Algorithms Mol. Biol., 2020)

On the computational complexity of closest genome problems. - Luís Felipe I. Cunha; Pedro Feijão; Vinícius Fernandes dos Santos; Luis Antonio Brasil Kowada; Celina M. H. de Figueiredo (Discret. Appl. Math., 2020)