Brown representability in A^1-homotopy theory, by Niko Naumann and Markus Spitzweck

In this paper we prove a result of V. Voevodsky saying that if a finite dimensional Noetherian base scheme can be covered by spectra of countable rings then the compact objects in the stable motivic homotopy category over S form a countable category.

Niko Naumann <>
Markus Spitzweck <>