Rchr
J-GLOBAL ID：200901069919133978
Update date: Apr. 02, 2020
Nakanishi Yasutaka
ナカニシ ヤスタカ | Nakanishi Yasutaka
Affiliation and department：
Job title：
Professor
Research field (1)：
Geometry
Research keywords (1)：
Knot Theory
Research theme for competitive and other funds (4)：
- 2009 - 結び目空間の構造と不変量の研究
- 2007 - 結び目空間の均質性に関する研究
- 2005 - 超幾何・パンルヴェ系の総合的研究
- 2005 - モジュライ空間と可積分系の新しい展開
Papers (29)：
-
T. Nakamura, Yasutaka NAKANISHI, Shin SATOH, A. Yasuhara. The pass move is an unknotting operation for welded knots. Topology Appl. 2018. 247. 9-19
-
T. Nakamura, Yasutaka NAKANISHI, Shin SATOH. Finiteness of the set of virtual knots with a given state number. J. Knot Theory Ramifications. 2018. 27. no. 8. 1850049, 16pp
-
Yasutaka NAKANISHI, Masahiro SHIMODA. Knot adjacency from a surgical view of Alexander invariants. Journal of Knot Theory and Its Ramifications. 2017. 26. 14. 1750098 10pp
-
Yasutaka NAKANISHI. Differences of Alexander polynomials for knots caused by a single crossing change,II. Journal of Knot Theory and Its Ramifications. 2017. 26. 14. 1750097 12pp
-
Taiki HAYASHI, Takuji NAKAMURA, Yasutaka NAKANISHI, Shin SATOH. The pallet numbers of torus knots. Journal of Knot Theory and Its Ramifications. 2017. 26. 10. 1750060 9pp
ｍore...
MISC (1)：
-
NAKANISHI Yasutaka, OHYAMA Yoshiyuki. Delta unknotting operation and Vassiliev invariants, Proc. The First East Asian School of Knots. 2005
Lectures and oral presentations (31)：
-
Differences of Alexander polynomials for knots caused by a single crossing change, II
(日本数学会・トポロジー分科会 2018)
-
On knot adjacency
(2017 琉球結び目セミナー 2018)
-
A set of local moves generating the writhe polynomial
(日本数学会・トポロジー分科会 2017)
-
The differences of Alexander polynomials caused by a single crossing change, III
(2016 年度琉球結び目セミナー 2016)
-
The differences of Alexander polynomials caused by a single crossing change, II
(The KOOK-TAPU Workshop on Knots in Tsusima Island, TIARA 2016)
ｍore...
Education (1)：
- - 1983 Kobe University Graduate School of Science and Technology
Professional career (1)：
Association Membership(s) (2)：
American Mathematical Society
, 日本数学会
