On a conjugate orbit of g2
Lucas M. Chaves, A. Rigas
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Abstract: Using the index of a simple Lie subalgebra we show that two exceptional orbits, with the same cell decomposition, of the Adjoint ac- tion of G2 are not homotopy equivalent. Moreover the conjugate orbit corresponding to the exponential image of one of the above is a minimal embedding of S6...
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Abstract: Using the index of a simple Lie subalgebra we show that two exceptional orbits, with the same cell decomposition, of the Adjoint ac- tion of G2 are not homotopy equivalent. Moreover the conjugate orbit corresponding to the exponential image of one of the above is a minimal embedding of S6 in G2, that generates 6G2Z3
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Aberto
On a conjugate orbit of g2
Lucas M. Chaves, A. Rigas
On a conjugate orbit of g2
Lucas M. Chaves, A. Rigas
Fontes
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Relatório técnico n.17, p. 1-10, mar. 1990 |