A Criterion Beam System for Extensions of a Generic Codimension 1 Immersion from a Closed Manifold into R^n

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概要

• 論文の詳細を見る

• In this paprer, for a generic codimension 1 immersion into the n-dimensional Euclidean space R^n we give a necessary and sufficient condition whether the map extends to a generic codimension 0 immersion from an n-manifold into R^n.

• 東海大学の論文

著者

• Shima Akiko

  Graduate School Of Mathematical Sciences University Of Tokyo

• Nagase Teruo

  Department Of Information Science Tokyo Institute Of Technology

• Yamada T

  Oki Electric Industry Co. Ltd

• Yamada Tetsuo

  OKI Electric industry Co., LTD

• Yamada Tetsuo

  Oki Electric Industry Co. Ltd

関連論文

• There Exists No Minimal n-chart of Type (2,2,2)
• On Rgeular Homotopies of a Closed Orientable Surface into a 3-manifold
• On Extensions of a Map of the Boundary of the 3-ball into a Homotopy 3-ball
• On Elementary Deformations of Regular Homotopies II
• Wild Horseshoe and Topological Entropy
• A Criterion Beam System for Extensions of a Generic Codimension 1 Immersion from a Closed Manifold into R^n
• Extensions to the Disk of Immersions of the Circle into the Plane
• On Simply Knotted Tori in $S^4$
• On the Components of Algebraic Links
• There Exists No Minimal n-chart with Five White Vertices
• Properties of minimal charts and their applications II
• On Elementary Deformations of Regular Homotopies I

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