Complex Analytic Construction of the Kuranishi Family on a Normal Strongly Pseudo-Convex Manifold. II

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概要

• 論文の詳細を見る
• 京都大学の論文

著者

• Miyajima Kimio

  Department Of Mathematics College Of Leberal Arts Kagoshima University

• AKAHORI Takao

  Department of Mathematics, University of the Ryukyus

• Akahori Takao

  Department Of Mathematics Ryukyu University

• AKAHORI Takao

  Department of Mathematics Faculty of Science Himeji Institute of Technology

• MIYAJIMA Kimio

  Department of Mathematics and Computer Science Faculty of Science Kagoshima University

関連論文

• Complex Analytic Construction of the Kuranishi Family on a Normal Strongly Pseudo-Convex Manifold. II
• Subellipticity at Higher Degree of a Boundary Condition Associated with Construction of the Versal Family of Strongly Pseudo-Convex Domains
• Kuranishi Family of Vector Bundles and Algebraic Description of the Moduli Space of Einstein-Hermitian Connections
• Complex Analytic Construction of the Kuranishi Family on a Normal Strongly Pseudo Convex Manifold
• Intrinsic Formula for Kuranishi's $\bar{\partial}^\varphi _b$
• On the deformation of A-branes in String theory(Developments of Cartan Geometry and Related Mathematical Problems)
• DEFORMATION OF COMPLEX STRUCTURE ON NORMAL ISOLATED SINGULARITIES
• A SMOOTHNESS OF DEFORMATIONS OF NORMAL STRONGLY PSEUDO-CONVEX CR-STRUCTURES

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