小川 竜

Ogawa Noboru

  • 講師
  • 学位:博士(理学)

基本情報

所属

  • Undergraduate School of Science / Department of Mathematics
  • Graduate School of Science / Course of Mathematics and Mathematical Sciences

詳細情報

研究分野

  • Natural sciences Geometry

論文

On the neighborhood of a torus leaf and dynamics of holomorphic foliations

Stabilized convex symplectic manifolds are Weinstein

Local Criteria for Non-Embeddability of Levi-Flat Manifolds

Linking pairing and Hopf fibrations on $S^{3}$

Thurstonʼs relative inequalities and Reeb components

共同研究・競争的資金等の研究課題

Historic behavior of wandering domains for high dimensional dynamics

Development of Floer theory and study on symplectic structures

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