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Author ID: nagase.teruo Recent zbMATH articles by "Nagase, Teruo"
Published as: Nagase, Teruo

Publications by Year

Citations contained in zbMATH Open

21 Publications have been cited 104 times in 20 Documents Cited by Year
Properties of minimal charts and their applications. III. Zbl 1211.57015
Nagase, Teruo; Shima, Akiko
10
2010
Properties of minimal charts and their applications. I. Zbl 1135.57012
Nagase, Teruo; Shima, Akiko
9
2007
Minimal \(n\)-charts with four white vertices. Zbl 1269.57008
Ishida, Satoru; Nagase, Teruo; Shima, Akiko
8
2011
There exists no minimal \(n\)-chart with five white vertices. Zbl 1078.57024
Ochiai, Michitaka; Nagase, Teruo; Shima, Akiko
7
2005
Properties of minimal charts and their applications. II. Zbl 1194.57030
Nagase, Teruo; Shima, Akiko
7
2009
The closure of a surface braid represented by a 4-chart with at most one crossing is a ribbon surface. Zbl 1124.57009
Nagase, Teruo; Hirota, Atsushi
6
2006
The structure of a minimal \(n\)-chart with two crossings. I: Complementary domains of \({\Gamma}_1 \cup {\Gamma}_{n - 1}\). Zbl 1408.57025
Nagase, Teruo; Shima, Akiko
6
2018
Any chart with at most one crossing is a ribbon chart. Zbl 1202.57024
Nagase, Teruo; Shima, Akiko
6
2010
On charts with two crossings II. Zbl 1267.57027
Nagase, Teruo; Shima, Akiko
6
2012
The closures of surface braids obtained from minimal \(n\)-charts with four white vertices. Zbl 1269.57009
Nagase, Teruo; Shima, Akiko; Tsuji, Hiroshi
6
2013
On surface braids of index four with at most two crossings. Zbl 1088.57017
Nagase, Teruo; Shima, Akiko
5
2005
On elementary deformations of maps of surfaces into 3-manifolds. I. Zbl 0595.57015
Homma, Tatsuo; Nagase, Teruo
5
1985
On charts with two crossings. I: There exist no NS-tangles in a minimal chart. Zbl 1250.57039
Nagase, Teruo; Shima, Akiko
5
2010
Properties of minimal charts and their applications. IV: Loops. Zbl 1369.57026
Nagase, Teruo; Shima, Akiko
5
2017
Properties of minimal charts and their applications. V. Charts of type \((3,2,2)\). Zbl 1434.57016
Nagase, Teruo; Shima, Akiko
3
2019
Minimal charts of type \((3,3)\). Zbl 1373.57044
Nagase, Teruo; Shima, Akiko
3
2017
Minimal charts. Zbl 1394.57020
Nagase, Teruo; Shima, Akiko
2
2018
Properties of minimal charts and their applications VII: charts of type (2,3,2). Zbl 1457.57031
Nagase, Teruo; Shima, Akiko
2
2020
Properties of minimal charts and their applications. VIII: Charts of type (7). Zbl 1494.57032
Nagase, Teruo; Shima, Akiko
1
2022
The structure of a minimal \(n\)-chart with two crossings. II. Neighbourhoods of \(\Gamma _1\cup \Gamma _{n-1}\). Zbl 1422.57067
Nagase, Teruo; Shima, Akiko
1
2019
Properties of minimal charts and their applications. VI: The graph \(\Gamma_{m+1}\) in a chart \(\Gamma\) of type \((m;2,3,2)\). Zbl 1470.57042
Nagase, Teruo; Shima, Akiko
1
2020
Properties of minimal charts and their applications. VIII: Charts of type (7). Zbl 1494.57032
Nagase, Teruo; Shima, Akiko
1
2022
Properties of minimal charts and their applications VII: charts of type (2,3,2). Zbl 1457.57031
Nagase, Teruo; Shima, Akiko
2
2020
Properties of minimal charts and their applications. VI: The graph \(\Gamma_{m+1}\) in a chart \(\Gamma\) of type \((m;2,3,2)\). Zbl 1470.57042
Nagase, Teruo; Shima, Akiko
1
2020
Properties of minimal charts and their applications. V. Charts of type \((3,2,2)\). Zbl 1434.57016
Nagase, Teruo; Shima, Akiko
3
2019
The structure of a minimal \(n\)-chart with two crossings. II. Neighbourhoods of \(\Gamma _1\cup \Gamma _{n-1}\). Zbl 1422.57067
Nagase, Teruo; Shima, Akiko
1
2019
The structure of a minimal \(n\)-chart with two crossings. I: Complementary domains of \({\Gamma}_1 \cup {\Gamma}_{n - 1}\). Zbl 1408.57025
Nagase, Teruo; Shima, Akiko
6
2018
Minimal charts. Zbl 1394.57020
Nagase, Teruo; Shima, Akiko
2
2018
Properties of minimal charts and their applications. IV: Loops. Zbl 1369.57026
Nagase, Teruo; Shima, Akiko
5
2017
Minimal charts of type \((3,3)\). Zbl 1373.57044
Nagase, Teruo; Shima, Akiko
3
2017
The closures of surface braids obtained from minimal \(n\)-charts with four white vertices. Zbl 1269.57009
Nagase, Teruo; Shima, Akiko; Tsuji, Hiroshi
6
2013
On charts with two crossings II. Zbl 1267.57027
Nagase, Teruo; Shima, Akiko
6
2012
Minimal \(n\)-charts with four white vertices. Zbl 1269.57008
Ishida, Satoru; Nagase, Teruo; Shima, Akiko
8
2011
Properties of minimal charts and their applications. III. Zbl 1211.57015
Nagase, Teruo; Shima, Akiko
10
2010
Any chart with at most one crossing is a ribbon chart. Zbl 1202.57024
Nagase, Teruo; Shima, Akiko
6
2010
On charts with two crossings. I: There exist no NS-tangles in a minimal chart. Zbl 1250.57039
Nagase, Teruo; Shima, Akiko
5
2010
Properties of minimal charts and their applications. II. Zbl 1194.57030
Nagase, Teruo; Shima, Akiko
7
2009
Properties of minimal charts and their applications. I. Zbl 1135.57012
Nagase, Teruo; Shima, Akiko
9
2007
The closure of a surface braid represented by a 4-chart with at most one crossing is a ribbon surface. Zbl 1124.57009
Nagase, Teruo; Hirota, Atsushi
6
2006
There exists no minimal \(n\)-chart with five white vertices. Zbl 1078.57024
Ochiai, Michitaka; Nagase, Teruo; Shima, Akiko
7
2005
On surface braids of index four with at most two crossings. Zbl 1088.57017
Nagase, Teruo; Shima, Akiko
5
2005
On elementary deformations of maps of surfaces into 3-manifolds. I. Zbl 0595.57015
Homma, Tatsuo; Nagase, Teruo
5
1985