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V. Zelov

1 paper hereh-index 439 citations5 works total

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  • last author1

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  • math.AT1

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collaborators

1 paper

math.AT1998

Some new embeddings and nonimmersions of real projective spaces

Donald M. Davis, Vitaly Zelov

We use obstruction theory to prove that if alpha(n)=2, then RP^{16n+8} cannot be immersed in R^{32n+3} and RP^{16n+10} cannot be immersed in R^{32n+11}, and that if alpha(n)>2, the…

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