Papers - MORIMOTO Kanji
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On torus knots obtained by self-fusions on the torus
Toshiyuki Fujiwara, Kanji Morimoto
Memoirs of Konan University, Intelligence & Informatics Series 14 ( 1 ) 1 - 8 2021.7
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Alexander Polynomials of Twisted Torus Knots T(3, q; n)
Kyohei Miyawaki, Kanji Morimoto
Memoirs of Konan University, Intelligence & Informatics Series 13 ( 1 ) 1 - 13 2020.7
Joint Work
Publisher：Konan University
We calculated the Alexander polynomials of the twisted torus knots T(3,q;n), and classified some subfamilies of those knots.
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2-component links with genus two Heegaard splittings Reviewed
Kanji Morimoto
Journal of Knot Theory and its Ramifications 28 ( 9 ) 1950054-1 - 1950054-20 2019.9
Single Work
Authorship：Lead author
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Tunnel numbers of knots Reviewed
Kanji Morimoto
Contemporary Mathematics 670 327 - 335 2016.8
Single Work
Authorship：Lead author
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On composite types of tunnel number two knots Reviewed
Kanji Morimoto
Journal of Knot Theory and its Ramifications 24 ( 2 ) 1 - 10 2015.10
Single Work
Authorship：Lead author
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On Heegaard splittings of knot exteriors with tunnel number degenerations Reviewed
Kanji Morimoto
Toplogy and its Applications 196 719 - 728 2015.6
Single Work
Authorship：Lead author
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On tangle decompositions of twisted torus knots Reviewed
Knaji Morimoto
Journal of Knot Theory and its Ramifications 22 ( 9 ) 1 - 12 2013.9
Single Work
Authorship：Lead author
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On composite twisted torus knots Reviewed
Kanji Morimoto
Tokyo Journal of Mathematics 35 499 - 503 2012.12
Single Work
Authorship：Lead author
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A note on essential tori in the exteriors of torus knots with twists Reviewed
Kanji Morimoto, Yuichi Yamada
Kobe Journal of Mathematics 26 29 - 34 2009.3
Joint Work
Authorship：Lead author
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Essntial tori in 3-string free tangle decompositions of links Reviewed
Kanji Morimoto
Acta Mathematica Sinica 24 1023 - 1030 2008.3
Single Work
Authorship：Lead author
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On the degeneration ratio of tunnel numbers and free tangle decompositions of knots Reviewed
Kanji Morimoto
Geometry & Topology Monographs 12 265 - 275 2007.6
Single Work
Authorship：Lead author
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Essntial tori in 3-string free tangle decmpositions of knots Reviewed
Kanji Morimoto
Journal of Knot Theory and its Ramifications 15 1357 - 1362 2006.3
Single Work
Authorship：Lead author
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Tunnel number, 1-bridge genus and h-genus of knots Reviewed
Kanji Morimoto
Topology and Its Applications 146 149 - 158 2005.3
Single Work
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Characterization of composite knots with 1-bridge genus two Reviewed
Kanji Morimoto
Journal of Knot Theory and its Ramifications 10 823 - 840 2001.3
Single Work
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On the super additivity of tunnel number of knots Reviewed
Kanji Morimoto
Mathematische Annalen 317 489 - 508 2000.6
Single Work
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Tunnel number, connected sum and meridional essential surfaces Reviewed
Kanji Morimoto
Topology 39 469 - 485 2000.3
Single Work
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Tunnel numbers of small knots do not go down under connected sum Reviewed International coauthorship
Kanji Morimoto, Jennifer Schultens
Proceedings of the American Mathematical Society 128 269 - 278 1999.3
Joint Work
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Planar surfaces in a handlebody and a theorem of Gordon-Reid Reviewed
Kanji Morimoto
Proceedings of Knots 96 123 - 146 1997.3
Single Work
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Identifying tunnel number one knots Reviewed
Kanji Morimoto, Makoto Sakuma, Yoshiyuki Yokota
Journal of the Mathematical Society of Japan 48 667 - 688 1996.6
Joint Work
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Examples of tunnel number one knots which have the property “1 + 1 = 3” Reviewed
Kanji Morimoto, Makoto Sakuma, Yoshiyuki Yokota
Mathematical Proceedings of Cambridge Philosophical Society 119 113 - 118 1996.3
Joint Work