JournalsrsmupVol. 142falsepp. 93–102

ZR\mathbb ZR and rings of Witt vectors WS(R)W_S(R)

  • Christopher Deninger

    Universität Münster, Germany
  • Anton Mellit

    Universität Wien, Austria
$\mathbb ZR$ and rings of Witt vectors $W_S(R)$ cover

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Abstract

Using λ\lambda operations, we give some results on the kernel of the natural map from the monoid algebra ZR\mathbb ZR of a commutative ring RR to the ring of SS-Witt vectors of RR. As a byproduct we obtain a very natural interpretation of a power series used by Dwork in his proof of the rationality of zeta functions for varieties over finite fields.

Cite this article

Christopher Deninger, Anton Mellit, ZR\mathbb ZR and rings of Witt vectors WS(R)W_S(R). Rend. Sem. Mat. Univ. Padova 142 (2019), pp. 93–102

DOI 10.4171/RSMUP/32