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Jeong, Jisu

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Author ID: jeong.jisu Recent zbMATH articles by "Jeong, Jisu"
Published as: Jeong, J.; Jeong, Jisu
External Links: ORCID
Documents Indexed: 12 Publications since 1994

Publications by Year

Citations contained in zbMATH

8 Publications have been cited 30 times in 24 Documents Cited by Year
Excluded vertex-minors for graphs of linear rank-width at most \(k\). Zbl 1297.05228
Jeong, Jisu; Kwon, O-joung; Oum, Sang-il
8
2014
\((1,k)\)-coloring of graphs with girth at least five on a surface. Zbl 1359.05099
Choi, Hojin; Choi, Ilkyoo; Jeong, Jisu; Suh, Geewon
6
2017
Constructive algorithm for path-width of matroids. Zbl 1410.68377
Jeong, Jisu; Kim, Eun Jung; Oum, Sang-il
6
2016
The “Art of Trellis decoding” is fixed-parameter tractable. Zbl 1390.94926
Jeong, Jisu; Kim, Eun Jung; Oum, Sang-il
4
2017
Excluded vertex-minors for graphs of linear rank-width at most \(k\). Zbl 1354.05127
Jeong, Jisu; Kwon, O-Joung; Oum, Sang-il
2
2013
Eduction of coherent structures in a numerically simulated plane wake. Zbl 0825.76300
Jeong, J.; Grinstein, F. F.; Hussain, F.
2
1994
Characterizing graphs of maximum matching width at most 2. Zbl 1395.05133
Jeong, Jisu; Ok, Seongmin; Suh, Geewon
1
2018
Maximum matching width: new characterizations and a fast algorithm for dominating set. Zbl 1378.68082
Jeong, Jisu; Sæther, Sigve Hortemo; Telle, Jan Arne
1
2015
Characterizing graphs of maximum matching width at most 2. Zbl 1395.05133
Jeong, Jisu; Ok, Seongmin; Suh, Geewon
1
2018
\((1,k)\)-coloring of graphs with girth at least five on a surface. Zbl 1359.05099
Choi, Hojin; Choi, Ilkyoo; Jeong, Jisu; Suh, Geewon
6
2017
The “Art of Trellis decoding” is fixed-parameter tractable. Zbl 1390.94926
Jeong, Jisu; Kim, Eun Jung; Oum, Sang-il
4
2017
Constructive algorithm for path-width of matroids. Zbl 1410.68377
Jeong, Jisu; Kim, Eun Jung; Oum, Sang-il
6
2016
Maximum matching width: new characterizations and a fast algorithm for dominating set. Zbl 1378.68082
Jeong, Jisu; Sæther, Sigve Hortemo; Telle, Jan Arne
1
2015
Excluded vertex-minors for graphs of linear rank-width at most \(k\). Zbl 1297.05228
Jeong, Jisu; Kwon, O-joung; Oum, Sang-il
8
2014
Excluded vertex-minors for graphs of linear rank-width at most \(k\). Zbl 1354.05127
Jeong, Jisu; Kwon, O-Joung; Oum, Sang-il
2
2013
Eduction of coherent structures in a numerically simulated plane wake. Zbl 0825.76300
Jeong, J.; Grinstein, F. F.; Hussain, F.
2
1994

Citations by Year