Geodesic generators of $pi_{n}Spin(n+1)$

Authors

  • Lucas M. Chaves
  • A. Rigas

DOI:

https://doi.org/10.1285/i15900932v19n2p219

Abstract

We show for all $n≥ 2$ the cartan inclusion of $Sn$ in $Spin(n+1)$, as a totally geodesic submanifold of constant sectional curvature, generates a cyclic direct summand of $?nSpin(n+1)$.

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Published

01-01-1999

Issue

Volume 19, Issue 2 (1999)

Section

Articoli

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