Rchr
J-GLOBAL ID:201101064974053254
Update date: May. 21, 2020
Ito Toshikazu
イトウ トシカズ | Ito Toshikazu
Affiliation and department:
Ryukoku University Faculty of Economics, Common Subjects
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Detailed information
Job title:
Professor
Research field (1):
Geometry
Research keywords (2):
正則葉層構造
, Differential Topology
Research theme for competitive and other funds (3):
正則様層構造の横断的性質
正則ベクトル場の大域的研究
Topology of holomorphic vector fields
Papers (6):
T. Ito, B. Scardua, Y. Yamagishi. Transversality of complex linear distributions with spheres, contact forms and Morse type foliations. JOURNAL OF GEOMETRY AND PHYSICS. 2010. 60. 10. 1370-1380
Toshikazu Ito, Bruno Scardua. A NON-EXISTENCE THEOREM FOR MORSE TYPE HOLOMORPHIC FOLIATIONS OF CODIMENSION ONE TRANSVERSE TO SPHERES. INTERNATIONAL JOURNAL OF MATHEMATICS. 2010. 21. 4. 435-452
T.Ito,B.Scárdua. Holomorphic foliations transverse to manifolds with corners. Discrete and Continuous Dynamical Systems. 2009. 25. 537-544
A Poincar(]E85EE[)-Bendixson type theorem for holomorphic vector fields. RIMS Kokyuroku. 1994. 878. 1-9
Some examples of contact sets of spheres and holomorphic vector fields. The Ryukoku Journal of Humanities and Sciences. 1994. 15. 2. 176-190
more...
MISC (6):
T. Ito, B. Scardua, Y. Yamagishi. Transversality of complex linear distributions with spheres, contact forms and Morse type foliations. JOURNAL OF GEOMETRY AND PHYSICS. 2010. 60. 10. 1370-1380
Toshikazu Ito, Bruno Scardua. A NON-EXISTENCE THEOREM FOR MORSE TYPE HOLOMORPHIC FOLIATIONS OF CODIMENSION ONE TRANSVERSE TO SPHERES. INTERNATIONAL JOURNAL OF MATHEMATICS. 2010. 21. 4. 435-452
T.Ito,B.Scárdua. Holomorphic foliations transverse to manifolds with corners. Discrete and Continuous Dynamical Systems. 2009. 25. 537-544
A Poincar(]E85EE[)-Bendixson type theorem for holomorphic vector fields. RIMS Kokyuroku. 1994. 878. 1-9
Some examples of contact sets of spheres and holomorphic vector fields. The Ryukoku Journal of Humanities and Sciences. 1994. 15. 2. 176-190
more...
Lectures and oral presentations (8):
Transversality of complex linear distributions with spheres,contact forms and Morse type foliations
(研究集会「葉層構造と微分同相群2010」:東京大学玉原国際セミナーハウス 2010)
Transversality between a linear distribution Ker(w) and the unit sphere S2n-1(1)inCn
(名古屋大学大学院多元数理科学研究科、力学系セミナー 2010)
A transversality between a linear complex 1-form and the (2n-1)-dimensional unit sphere S2n-1(1)inCn, n≧3
(研究集会「接触構造、特異点、微分方程式及びその周辺」:洞爺湖文化センター 2010)
モース型複素線形葉層構造の特徴付け
(研究集会「複素解析的ベクトル場・葉層構造とその周辺」:龍谷大学セミナーハウスともいき荘 2009)
正則モース型葉層構造について
(京都大学大学院理学研究科、力学系セミナー 2009)
more...
Education (2):
- 1976 Nagoya University
- 1976 Nagoya University Graduate School, Division of Natural Science
Professional career (1):
理学修士
Association Membership(s) (1):
日本数学会
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