Mostafa Amini - Department of Mathematics, Faculty of Sciences, Payame Noor University, Tehran, Iran

Let R be an associative ring and let n be a non-negative integer‎. ‎In this paper‎, ‎we consider n-super finitely presented‎, ‎Gorenstein n-weak injective and Gorenstein n-weak flat modules under change of rings‎. For‎ ‎an excellent extension‎ S\geq R, ‎w‎e show ‎that the Gorenstein n-super finitely presented dimensions (resp‎. ‎weak Gorenstein n-super finitely presented dimensions) of rings R and S coincide‎.

‎‎a‎‎lmost excellent ‎extension, ‎‎‎e‎‎xcellent ‎‎extension, ‎‎‎Gorenstein n-weak injective module, Gorenstein n-weak flat module, n-super finitely presented module‎