Abstract
The existence of Gorenstein projective precovers is one of the main open problems in Gorenstein homological algebra. We prove that the class of Gorenstein projective modules is a special precovering over any right coherent and left n-perfect ring. This is joint work with S. Estrada and S. Odabasi, and more details can be found in Estrada et al. (Gorenstein flat and projective (pre)covers. Preprint [2]).
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