Follow
Cândida Nunes da Silva
Cândida Nunes da Silva
Verified email at ufscar.br
Title
Cited by
Cited by
Year
Flow-critical graphs
CN da Silva, CL Lucchesi
Electronic Notes in Discrete Mathematics 30, 165-170, 2008
132008
Snarks and flow-critical graphs
CN da Silva, L Pesci, CL Lucchesi
Electronic Notes in Discrete Mathematics 44, 299-305, 2013
92013
On Linial’s conjecture for spine digraphs
M Sambinelli, CN da Silva, O Lee
Discrete Mathematics 340 (5), 851-854, 2017
62017
A faster test for 4-flow-criticality in snarks
AB Carneiro, CN da Silva, B McKay
Electronic Notes in Discrete Mathematics 50, 193-198, 2015
52015
α-Diperfect digraphs
M Sambinelli, CN da Silva, O Lee
Discrete Mathematics 345 (5), 112759, 2022
42022
On -Diperfect Digraphs with Stability Number Two
CA de Paula Silva, CN da Silva, O Lee
Latin American Symposium on Theoretical Informatics, 460-475, 2022
32022
χ-Diperfect digraphs
CA de Paula Silva, CN da Silva, O Lee
Discrete Mathematics 345 (9), 112941, 2022
32022
Linial's Conjecture for Arc-spine Digraphs
LR Yoshimura, M Sambinelli, CN da Silva, O Lee
Electronic Notes in Theoretical Computer Science 346, 735-746, 2019
32019
Hypohamiltonian snarks have a 5-flow
BL de Freitas, CN da Silva, CL Lucchesi
Electronic Notes in Discrete Mathematics 50, 199-204, 2015
32015
Tutte's 3-flow conjecture and matchings in bipartite graphs
CN da Silva, R Dahab
ARS COMBINATORIA-WATERLOO THEN WINNIPEG- 76, 83, 2005
32005
A proof for Berges Dual Conjecture for Bipartite Digraphs
C Silva, C Silva, O Lee
Anais do IV Encontro de Teoria da Computação, 2019
22019
Flower-snarks are flow-critical
CN da Silva, CL Lucchesi
22012
A conjetura dos 3-fluxos de tutte e emparelhamentos em grafos bipartidos
CN da Silva
Master's Thesis, UNICAMP, 2001
22001
A family of counterexamples for a conjecture of Berge on α-diperfect digraphs
CA de Paula Silva, CN da Silva, O Lee
Discrete Mathematics 346 (8), 113458, 2023
12023
On edge-magic labelings of forests
MR Cerioli, CG Fernandes, O Lee, CN Lintzmayer, GO Mota, CN da Silva
Electronic Notes in Theoretical Computer Science 346, 299-307, 2019
12019
Berge’s Conjecture and Aharoni–Hartman–Hoffman’s Conjecture for Locally In-Semicomplete Digraphs
M Sambinelli, C Negri Lintzmayer, C Nunes da Silva, O Lee
Graphs and combinatorics 35, 921-931, 2019
12019
Perfect digraphs
CN da Silva, O Lee, M Sambinelli
arXiv preprint arXiv:1904.02799, 2019
12019
Advances in Aharoni-Hartman-Hoffman's Conjecture for Split digraphs
M Sambinelli, CN da Silva, O Lee
Electronic Notes in Discrete Mathematics 62, 111-116, 2017
12017
The overfull conjecture on split-comparability graphs
JBS Cruz, CN da Silva, SM de Almeida
arXiv preprint arXiv:1710.03524, 2017
12017
The Overfull Conjecture on Split-Comparability Graphs
J Bismarck de Sousa Cruz, C Nunes da Silva, S Morais de Almeida
arXiv e-prints, arXiv: 1710.03524, 2017
12017
The system can't perform the operation now. Try again later.
Articles 1–20