A family of quai-rational hypersurfaces with bijective Nash map (Q2431136)

This paper shows the affirmative answer to the Nash problem for two-dimensional hypersurface singularities of special type including \(E_6\) and \(E_7\). The author also proves that if the Nash map is bijective for a normal surface singularity, then the Nash map is also bijective for the normal singularity obtained by contracting a subdivisor of the exceptional divisor on the minimal resolution.