THE LIOUVILLE VECTOR FIELDS, SPRAYS AND ANTISPRAYS IN HAMILTON SPACES OF HIGHER ORDER

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概要

• 論文の詳細を見る
• 2007-12-01

著者

• Miron Radu

  Faculty Of Mathematics "al. I. Cuza

• Miron Radu

  Faculty Of Mathematics "ai.i Cuza" University

• COMIC Irena

  Faculty of Technical Sciences

関連論文

• THE MIXED CONNECTION COEFFICIENTS IN MIRON'S Osc^k M SPACE
• MATRIX REPRESENTATION OF F(2k+1,1)-STRUCTURE ON THE LAGRANGE SPACE
• HIGHER ORDER FINSLER SPACES AND KAWAGUCHI SPACES OF ORDER κ*1
• HIGHER ORDER FINSLER SPACES AND KAWAGUCHI SPACES OF ORDER κ【greater than or ezual】1
• THE LIOUVILLE VECTOR FIELDS, SPRAYS AND ANTISPRAYS IN HAMILTON SPACES OF HIGHER ORDER
• THE EMBEDDINGS OF COVECTOR BUNDLES
• THE GEOMETRY OF DUAL KAWAGUCHI SPACES
• On Some Structures Defined on Dominant Vector Bundles
• DIFFERENT STRUCTURES IN THE HIGHER ORDER GEOMETRIES

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