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Holonomy group of the normal connection.


DE91602705

Publication Date 1990
Personal Author Olmos, C.
Page Count 20
Abstract In this note we are concerned with the problem of irreducible s-representations which can occur as normal holonomy representations of submanifolds of the sphere. We show that almost all s-representations of rank (ge) 2 do actually occur in this way. We study the normal holonomy group of (singular) orbits of s-representations (the so called imbedded R-spaces). 11 refs. (Atomindex citation 21:080604)
Keywords
  • Group Theory
  • Irreducible Representations
  • Mathematical Manifolds
  • Riemann Space
  • Foreign technology
  • EDB/657000
Source Agency
  • International Nuclear Information System
NTIS Subject Category
  • 72B - Algebra, Analysis, Geometry, & Mathematical Logic
Corporate Authors International Centre for Theoretical Physics, Trieste (Italy).
Document Type Technical Report
NTIS Issue Number 199108
Holonomy group of the normal connection.
Holonomy group of the normal connection.
DE91602705

  • Group Theory
  • Irreducible Representations
  • Mathematical Manifolds
  • Riemann Space
  • Foreign technology
  • EDB/657000
  • International Nuclear Information System
  • 72B - Algebra, Analysis, Geometry, & Mathematical Logic
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