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André da Cunha Ribeiro
André da Cunha Ribeiro
IFGoiano - Câmpus Rio Verde
Verified email at ifgoiano.edu.br - Homepage
Title
Cited by
Cited by
Year
An evidence for Lovász conjecture about Hamiltonian paths and cycles
AC Ribeiro, CMH de Figueiredo, LAB Kowada
Matemática Contemporânea 39, 128, 2010
52010
A new reversible circuit synthesis algorithm based on cycle representations of permutations
AC Ribeiro, LAB Kowada, FL Marquezino, CMH Figueiredo
Electronic Notes in Discrete Mathematics 50, 187-192, 2015
32015
Cayley graphs and analysis of quantum cost for reversible circuit synthesis
AC Ribeiro, CMH de Figueiredo, FL Marquezino, LAB Kowada
arXiv preprint arXiv:1209.3275, 2012
22012
Kowada, LAB (2015). On the diameter of the Cayley Graph Hl, p
D Castonguay, AC Ribeiro, CMH Figueiredo
Matemática Contemporânea 44, 1-10, 0
2
A reversible circuit synthesis algorithm with progressive increase of controls in generalized Toffoli gates.
E Dalcumune, LAB Kowada, A da Cunha Ribeiro, CMH de Figueiredo, ...
J. Univers. Comput. Sci. 27 (6), 544-563, 2021
12021
Hamiltonian cycles in unitary prefix transposition rearrangement graphs
CS Reis, LAB Kowada, LR Bueno, AC Ribeiro, CMH Figueiredo
Discrete Applied Mathematics 192, 82-86, 2015
12015
LAB Kowada Two families of Cayley graph interconnection networks
AC Ribeiro, CMH Figueiredo
Matematica Contemporanea 42, 105-114, 2014
12014
O USO DA SÍNTESE DE CIRCUITOS REVERSÍVEIS EM ALGORITMOS DE CRIPTOGRAFIA SIMÉTRICA
BC Diniz
Instituto Federal Goiano, 2020
2020
Some exact values for the diameter in Cayley graph Hl, p
C Patrão, L Kowada, D Castonguay, A Ribeiro, C Figueiredo
Anais do IV Encontro de Teoria da Computação, 2019
2019
DESENVOLVIMENTO DE APLICATIVO ANDROID PARA ESTIMATIVA DA AUTODEPURAÇÃO DE CURSOS D’ÁGUA
RA MIRANDA, A da Cunha RIBEIRO, DS AQUINO
Blucher Engineering Proceedings 3 (2), 1146-1154, 2016
2016
SOBRE GRAFOS DE CAYLEY, PERMUTAC OES E CIRCUITOS REVERSÍVEIS
A da Cunha Ribeiro
Universidade Federal do Rio de Janeiro, 2013
2013
A linear algorithm for the distance in Cayley Graph Hl, p
C Patrao, L Kowada, D Castonguay, A Ribeiro, C de Figueiredo
Matemática Contemporânea 46, 47-55, 0
Uma nova abordagem do algoritmo de Emparelhamento Máximo de Kameda e Munro
D Castonguay
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