×
Compute Distance To:
Author ID: song.hyun-jong Recent zbMATH articles by "Song, Hyun-Jong"
Published as: Song, Hyun-Jong; Song, Hyun Jong; Song, H. J.; Song, H.-J.
Documents Indexed: 27 Publications since 1990
Co-Authors: 14 Co-Authors with 20 Joint Publications
166 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

12 Publications have been cited 31 times in 29 Documents Cited by Year
Unknotting tunnels for \(P(-2,3,7)\). Zbl 1115.57003
Heath, Daniel J.; Song, Hyun-Jong
6
2005
Dehn surgeries on 2-bridge links which yield reducible 3-manifolds. Zbl 1203.57001
Goda, Hiroshi; Hayashi, Chuichiro; Song, Hyun-Jong
6
2009
A criterion for satellite 1-genus 1-bridge knots. Zbl 1054.57008
Goda, Hiroshi; Hayashi, Chuichiro; Song, Hyun-Jong
4
2004
On the nonimmersion of products of real projective spaces. Zbl 0694.57018
Song, Hyun-Jong; Wilson, W. Stephen
3
1990
Disclike lattice reptiles induced by exact polyominoes. Zbl 0987.05041
Song, Hyun Jong; Kang, Byung Sik
3
1999
The growth series of the Gieseking group. Zbl 0769.57003
Johnson, D. L.; Song, H.-J.
2
1992
LCG moves in crystallizations. Zbl 0932.57020
Song, Hyun Jong; Im, Young Ho; Ko, Kyung Hee
2
1999
Morimoto–Sakuma–Yokota’s geometric approach to tunnel number one knots. Zbl 1018.57003
Song, Hyun Jong
1
2003
The growth of the trefoil group. Zbl 0869.20013
Johnson, D. L.; Kim, A. C.; Song, H. J.
1
1995
Fractiles derived from generalized digit systems. Zbl 0870.68152
Song, H. J.; Kang, B. S.
1
1996
All integral slopes can be Seifert fibered slopes for hyperbolic knots. Zbl 1083.57012
Motegi, Kimihiko; Song, Hyun-Jong
1
2005
Two-dimensional arrays for Alexander polynomials of torus knots. Zbl 1358.57018
Song, Hyun-Jong
1
2017
Two-dimensional arrays for Alexander polynomials of torus knots. Zbl 1358.57018
Song, Hyun-Jong
1
2017
Dehn surgeries on 2-bridge links which yield reducible 3-manifolds. Zbl 1203.57001
Goda, Hiroshi; Hayashi, Chuichiro; Song, Hyun-Jong
6
2009
Unknotting tunnels for \(P(-2,3,7)\). Zbl 1115.57003
Heath, Daniel J.; Song, Hyun-Jong
6
2005
All integral slopes can be Seifert fibered slopes for hyperbolic knots. Zbl 1083.57012
Motegi, Kimihiko; Song, Hyun-Jong
1
2005
A criterion for satellite 1-genus 1-bridge knots. Zbl 1054.57008
Goda, Hiroshi; Hayashi, Chuichiro; Song, Hyun-Jong
4
2004
Morimoto–Sakuma–Yokota’s geometric approach to tunnel number one knots. Zbl 1018.57003
Song, Hyun Jong
1
2003
Disclike lattice reptiles induced by exact polyominoes. Zbl 0987.05041
Song, Hyun Jong; Kang, Byung Sik
3
1999
LCG moves in crystallizations. Zbl 0932.57020
Song, Hyun Jong; Im, Young Ho; Ko, Kyung Hee
2
1999
Fractiles derived from generalized digit systems. Zbl 0870.68152
Song, H. J.; Kang, B. S.
1
1996
The growth of the trefoil group. Zbl 0869.20013
Johnson, D. L.; Kim, A. C.; Song, H. J.
1
1995
The growth series of the Gieseking group. Zbl 0769.57003
Johnson, D. L.; Song, H.-J.
2
1992
On the nonimmersion of products of real projective spaces. Zbl 0694.57018
Song, Hyun-Jong; Wilson, W. Stephen
3
1990

Citations by Year