Masamichi Takase - Free People Check with News, Pictures & Links



	Mathematics 3-sphere University Osamu Saeki Topology 3-manifolds Singular Seifert surfaces Smale invariants Regular Yoshihiro

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News

Large-Scale Solar Power Generation Project …

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Explore Sumitomo Corporation's Large-Scale Solar Power Generation Project in Spain Masamichi Takase Assistant Manager, Renewable Energy Investment Team

Danrun Windservice sell stake to Sumitomo

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ENERGIA Magazine, News, Danrun Windservice sell stake to Sumitomo

Telephone & Addresses

Masamichi Takase's Phone & Address | …

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Masamichi Takase 311 Linn Iowa City, IA (319) Background Check - Available . 1,379,043,021 total records available. Tweet. Testimonials ...

People directory - Last Names - Takase - PeopleByName.com

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... Kumiko Takase · Kzuki Takase · Masamichi Takase · Mitsuharu Takase · Reiko Takase · Richard Takase · Robert Takase · Ronald Takase · Ryohei Takase ...

Network Profiles

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Facebook: Masamichi Takase - Facebook

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LinkedIn: Masamichi Takase - LinkedIn

世界最大のプロフェッショナルコミュニティであるLinkedInでMasamichi Takaseさんのプロフィールを表示Masamichiさんのプロフィールには3件の求人が掲載されています。 LinkedInでMasamichiさんのプロフィールや誰とつながりがあるかをチェックしましょう。

Education

Spin Structures and Codimension Two Embeddings of 3-Manifolds up to...

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Osamu Saeki; Masamichi Takase

Books & Literature

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Masamichi Takase | XanEdu Customization Platform

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Author: Masamichi Takase. Results. The Hopf invariant of a Haefliger knot Springer Science+Business Media By: Masamichi Takase;.

Publications Authored by Masamichi Takase - MathPubs

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It is shown that every knot or link is the set of complex tangents of a 3-sphere smoothly embedded in the three-dimensional complex space. We show in fact that ...

Geometry and Topology of Manifolds - Google Books

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This book contains expository papers that give an up-to-date account of recent developments and open problems in the geometry and topology of manifolds, along...

Topology of Singular Fibers of Differentiable Maps - Google Books

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I would also like to thank Masamichi Takase and Keiichi Suzuoka for their invaluable comments on my mini-course. I would like to thank Yukio Matsumoto, my ...

Scientific Publications

A geometric formula for Haefliger knots - ScienceDirect

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Masamichi Takase,. Department of Mathematics, Faculty of Education and Human Sciences, Yokohama National University, Tokiwadai, Hodogaya-ku, ...

LandOfFree - Scientist - Masamichi Takase

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The online version of Topology at ScienceDirect.com, the world's leading platform for high quality peer-reviewed full-text journals.

Publications

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Homology 3-spheres in codimension three : Masamichi Takase : Free...

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For smooth embeddings of an integral homology 3-sphere in the 6-sphere, we define an integer invariant in terms of their Seifert surfaces. Our invariant...

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Masamichi Takase Mathematics , 2005, DOI: s Abstract: We show that Haefliger's differentiable (6,3)-knot bounds, in 6-space, a 4-manifold (a ...

The Hopf invariant of a Haefliger knot | SpringerLink

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Masamichi Takase Received: 19 November Accepted: 6 April Published online: 9 November © Springer-Verlag Abstract We show that for any given ...

Oriented bordism of codimension one immersions of 7-manifolds and...

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We give a formula to detect the oriented bordism class of a codimension one immersion of an oriented 7-manifold in terms of singularities of its singular...

Video & Audio

Masamichi Takase - YouTube

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Watch Queue. Queue. __count__/__total__. Masamichi Takase. Subscribe SubscribedUnsubscribe 2. Loading... Loading... Working... Grid. List. Subscriptions ...

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1995 七帝戦名古屋大会アイスホッケー九州大vs北海道大（第三戦3-5）九州大vs名古屋大（第四戦1-3）その3 - Duration ...

Reports & Statements

Google Groups: Seven papers published by Algebraic & Geometric Topology

: (2) High-codimensional knots spun about manifolds by Dennis Roseman and

Google Groups: WSP - Journals In Mathematics

: 8 (2006) Author(s): MASAMICHI TAKASE (Kyoto University)

Google Groups: This week in the mathematics arXiv (7 May May)

: GT Osamu Saeki

Google Groups: This week in the mathematics arXiv (20 Jun Jun)

: GT > Masamichi Takase: Homology 3-spheres in codimension three

Miscellaneous

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Masamichi Takase | LinkedIn

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View Masamichi Takase's professional profile on LinkedIn. LinkedIn is the world's largest business network, helping professionals like Masamichi Takase discover ...

Dennis Roseman and Masamichi Takase - Algebraic & Geometric ...

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Abstract: Using spinning we analyze in a geometric way Haefliger’s smoothly knotted (4 k − 1) –spheres in the 6 k –sphere. Consider the 2 –torus standardly

Masamichi Takase - España

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Informes del ejecutivo Masamichi Takase en 2 empresas y más de 1 nombramiento en España (S. C. Tenerife)

Masamichi Takase | The University of Iowa | Email Visiting Assistant...

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Email, phone number & executive profile for Masamichi Takase, Visiting Assistant Professor, Mathematic... of The University of Iowa at Iowa City, IA

Masamichi Takase - DML-PL - Yadda

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English Język. Widoczny [Schowaj] Abstrakt. 10, 20, 50, Liczba wyników. Informacje o twórcy. Adres strony. Kopiuj. Twórca. Masamichi Takase. Nazwisko.

Internet Archive Search: creator:"Masamichi Takase"

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For smooth embeddings of an integral homology 3-sphere in the 6-sphere, we define an integer invariant in terms of their Seifert surfaces. Our invariant gives a ...

au:Takase_M in:math - SciRate Search

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It is shown that every knot or link is the set of complex tangents of a 3-sphere smoothly embedded in the three-dimensional complex space. We show in fact that ...

Geometry and Topology of Manifolds Conference 2004

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Geometry and Topology of Manifolds May , Hamilton, Ontario Masamichi Takase, Yokohama National University; Larry Taylor ...

Characterization of -porosity via an infinite game Martin Doležal Fundamenta Mathematicae 216 (2012) , MSC: 28A05. DOI: fm More info Download · Compositions of equi-dimensional fold maps Yoshihiro Hirato, Masamichi Takase Fundamenta Mathematicae 216 (2012) , MSC: Primary ...

Contents of Volume 216, Number 2 - IM PAN Journals

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Compositions of equi-dimensional fold maps: Yoshihiro Hirato, Masamichi Takase Fund. Math (2012), Abstract and article information

Collected works of Tobias Ekholm

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Singular Seifert surfaces and Smale invariants for a family of 3-sphere immersions Tobias Ekholm and Masamichi Takase Bull. Lond. Math. Soc – abs bibMRarXiv. The group of immersions of homotopy ( 4 k − 1 ) -spheres Tobias Ekholm and András Sz{\H{u}}cs Bull. London Math. Soc

A geometric formula for Haefliger knots

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Masamichi Takase. Keywords. Haefliger knot Geometric formula Differentiable isotopy Hopf invariant Szucs' linking. more. Haefliger knot Geometric formula ...

AMS :: Transactions of the American Mathematical Society

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Spin structures and codimension two embeddings of -manifolds up to regular homotopy. Authors: Osamu Saeki and Masamichi Takase Journal: Trans. Amer. Math ...

EUDML | Compositions of equi-dimensional fold maps

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Yoshihiro Hirato, and Masamichi Takase. "Compositions of equi-dimensional fold maps." Fundamenta Mathematicae (2012):

Papers

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Singular Seifert surfaces and Smale invariants of a family of 3-sphere immersions , with Masamichi Takase, Bullentin of LMS 43 (2) (2011) , link. 9. Compactness for holomorphic curves with switching Lagrangian boundary conditions, with Kai Cieliebak and Janko Latschev, J. Symplectic Geom. 8 (2010) no.

Regular-equivalence of 2-knot diagrams and sphere eversions - ProQuest

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BY MASAMICHI TAKASE. Faculty of Science and Technology, Seikei University, Kichijoji-kitamachi, Musashino,Tokyo , Japan. e-mails: mtakase@ st.seikei.ac.jp. AND KOKORO TANAKA. Department of Mathematics, Tokyo Gakugei University, Nukuikita-machi, Koganei, Tokyo , Japan. e- mails: ...

Singular Seifert surfaces and Smale invariants for a family of...

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Tobias Ekholm,; Masamichi Takase. A self-transverse immersion of the 2-sphere into 4-space with algebraic number of self intersection points equal to -n induces an immersion of the circle bundle over the 2-sphere of Euler class 2n into 4- space. Precomposing the circle bundle immersions with their ...

On a concrete construction of a singular Seifert surface -...

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dg.differential geometry - Extending Smooth Embeddings of S^n into...

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... C h can have non-trivial higher homotopy groups. Try Googling "Classification of simple knots" with names like Kearton, Farber and Levine. When k > 2 my understanding is generally you can construct your continuous map H . For example, see Masamichi Takase The Hopf Invariant of a Haefliger Knot.