Márcia R. Cerioli
Márcia R. Cerioli
Federal University of Rio de Janeiro
E-mail confirmado em cos.ufrj.br - Página inicial
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The homogeneous set sandwich problem
MR Cerioli, H Everett, CMH De Figueiredo, S Klein
Information Processing Letters 67 (1), 31-35, 1998
591998
Partition into cliques for cubic graphs: Planar case, complexity and approximation
MR Cerioli, L Faria, TO Ferreira, CAJ Martinhon, F Protti, B Reed
Discrete Applied Mathematics 156 (12), 2270-2278, 2008
432008
On minimum clique partition and maximum independent set on unit disk graphs and penny graphs: complexity and approximation
MR Cerioli, L Faria, TO Ferreira, F Protti
Electronic Notes in Discrete Mathematics 18, 73-79, 2004
402004
Uma introduçǎo sucinta a algoritmos de aproximaçǎo
CG Fernandes, FK Miyazawa, M Cerioli, P Feofiloff
IMPA, 2001
38*2001
Clique-coloring circular-arc graphs
MR Cerioli, AL Korenchendler
Electronic Notes in Discrete Mathematics 35, 287-292, 2009
212009
Edge clique graphs and some classes of chordal graphs
RC Ma’arcia, JL Szwarcfiter
Discrete Mathematics 242 (1-3), 31-39, 2002
182002
On counting interval lengths of interval graphs
MR Cerioli, FS Oliveira, JL Szwarcfiter
Discrete Applied Mathematics 159 (7), 532-543, 2011
152011
Characterizing intersection graphs af substars of a star
MR Cerioli, JL Szwarcfiter
Ars Combinatoria 79, 21-31, 2006
152006
Uma introdução sucinta a algoritmos de aproximação
CE Ferreira, CG Fernandes, FK Miyazawa, JAR Soares, JC Pina Jr, ...
Colóquio Brasileiro de Matemática-IMPA, Rio de Janeiro-RJ, 2001
152001
A characterization of edge clique graphs
MR Cerioli, JL Szwarcfiter
142001
On L (2, 1)-coloring split, chordal bipartite, and weakly chordal graphs
MR Cerioli, DFD Posner
Discrete Applied Mathematics 160 (18), 2655-2661, 2012
132012
A note on maximum independent sets and minimum clique partitions in unit disk graphs and penny graphs: complexity and approximation
MR Cerioli, L Faria, TO Ferreira, F Protti
RAIRO-Theoretical Informatics and Applications 45 (3), 331-346, 2011
122011
Linear-interval dimension and PI orders
MR Cerioli, FS Oliveira, JL Szwarcfiter
Electronic Notes in Discrete Mathematics 30, 111-116, 2008
122008
Intersection of longest paths in graph classes
MR Cerioli, PT Lima
Discrete Applied Mathematics 281, 96-105, 2020
10*2020
Clique graphs and edge-clique graphs
MR Cerioli
Electronic Notes in Discrete Mathematics 13, 34-37, 2003
102003
On the L (2, 1)-labelling of block graphs
F Bonomo, MR Cerioli
International Journal of Computer Mathematics 88 (3), 468-475, 2011
92011
Tree loop graphs
L Alcon, MR Cerioli, CMH de Figueiredo, M Gutierrez, J Meidanis
Discrete Applied Mathematics 155 (6-7), 686-694, 2007
92007
Clique-coloring UE and UEH graphs
MR Cerioli, P Petito
Electronic Notes in Discrete Mathematics 30, 201-206, 2008
82008
The interval count of interval graphs and orders: a short survey
MR Cerioli, FS Oliveira, JL Szwarcfiter
Journal of the Brazilian Computer Society 18 (2), 103-112, 2012
52012
Extreme cliques in interval graphs
MR Cerioli, FS Oliveira, JL Szwarcfiter
Ars Combinatoria 94, 103-114, 2010
52010
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