Corpus ID: 174798256

Nilpotence in normed MGL-modules.

@inproceedings{Bachmann2019NilpotenceIN,
  title={Nilpotence in normed MGL-modules.},
  author={Tom Bachmann and Jeremy Hahn},
  year={2019}
}
  • Tom Bachmann, Jeremy Hahn
  • Published 2019
  • Mathematics
  • We establish a motivic version of the May Nilpotence Conjecture: if E is a normed motivic spectrum that satisfies $E \wedge HZ \simeq 0$, then also $E \wedge MGL \simeq 0$. In words, motivic homology detects vanishing of normed modules over the algebraic cobordism spectrum. 

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