Local $L^2$ results for $\overline{\partial}$ on a singular surface
Local $L^2$ results for $\overline{\partial}$ on a singular surface
The Cauchy-Riemann equations are fundamental in complex analysis. This paper contributes to the understanding of these equations on singular spaces. Various methods have been used to overcome the problem of defining forms near singularities. One can blow up the singularity, restrict forms from smooth ambient spaces or work on the …