- In knot theory, a
Murasugi sum is a way of
combining the
Seifert surfaces of two
knots or links,
given with
embeddings in
space of each knot and of a Seifert...
-
invariant of the knot. This
conjecture was
proved by
Louis Kauffman,
Kunio Murasugi (村杉 邦男), and
Morwen Thistlethwaite in 1987,
using the
Jones polynomial...
- Y.; Na****ama, S.; Tabayashi, H.; Matsui, I.; Obata, M.; Matsuzaki, H.;
Murasugi, A.; Kobayashi, T.; Haruyama, S.; Okada, T.; Hidaki, Y.; Taguchi, Y.; Hoashi...
-
Journal of
Plant Physiology. 17: 65–78. doi:10.1590/S1677-04202005000100006.
Murasugi, Akira; Wada, Chiaki; Hayashi,
Yukimasa (1981). "Cadmium-Binding Peptide...
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distinct knots having the same
Jones polynomial can be
found in the book by
Murasugi. For a
positive integer N {\displaystyle N} , the N {\displaystyle N} -colored...
-
topologically or
smoothly in the 4-ball.
Crosscap number Arf
invariant of a knot
Murasugi sum
Slice genus Seifert, H. (1934). "Über das
Geschlecht von Knoten". Math...
-
Yamamaru as
Yamauchi Kazutoyo Takayuki Hamatsu as
Asano Nagamasa Seminosuke Murasugi as
Maeda Gen'i Yōhei
Kumabe as Ma****a
Nagamori Ikuma Nagatomo as Nat****...
-
Mathematical ****ociation of America. p. [page needed]. ISBN 0-88385-027-3.
Murasugi,
Kunio (1996). Knot
Theory and its Applications. Birkhäuser. p. [page needed]...
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mother of
Dahlia Hawthorne, Iris and
Pearl Fey. Portra**** by:
Seminosuke Murasugi (film)
Voiced by (English):
David Crislip (AA1-AA4);
Gregory Lush (anime)...
- were
Hakai (Sadao Abe),
Boudou (Kankuro Kudo), and
Baito Kun (Seminosuke
Murasugi). When it started, the
group was just a
group of
comedians using the guitar...
