Showing results 1 to 6 of 6
Exactly fourteen intrinsically knotted graphs have 21 edges Lee, Minjung; Kim, Hyoungjun; Lee, Hwa Jeong; Oh, Seungsang, ALGEBRAIC AND GEOMETRIC TOPOLOGY, v.15, no.6, pp.3305 - 3322, 2015 |
Mosaic number of knots Lee, Hwa Jeong; Hong, Kyungpyo; Lee, Ho; Oh, Seungsang, JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS, v.23, no.13, 2014-11 |
P2-reducing and toroidal Dehn fillings Jin, Gyo Taek; Lee, Sangyop; Oh, Seungsang; Teragaito, Masakazu, Mathematical Proceedings of the Cambridge Philosophical Society, v.134, no.2, pp.271 - 288, 2003 |
Quantum knots and the number of knot mosaics Oh, Seungsang; Hong, Kyungpyo; Lee, Ho; Lee, Hwa Jeong, QUANTUM INFORMATION PROCESSING, v.14, no.3, pp.801 - 811, 2015-03 |
Small knot mosaics and partition matrices Hong, Kyungpyo; Lee, Ho; Lee, Hwa Jeong; Oh, Seungsang, JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL, v.47, no.43, 2014-10 |
Upper bound on the total number of knot n-mosaics Hong, Kyungpyo; Oh, Seungsang; Lee, Ho; Lee, Hwa Jeong, JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS, v.23, no.13, 2014-11 |
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