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On the Romanov kernel and Kuranishi’s<i>L</i><sup>2</sup>-estimate for<ovl><i>∂</i><sub>b</sub></ovl>over a ball in the strongly pseudo convex boundary
As is proved byKerzman-Stein, over a compact strongly pseudo convex boundary in C n , Szegδ projection S is the operator defined by Henkin-Ramirez modulo compact operators.While, over a special ball, U ε , in the strongly pseudo convex boundary, in order to obtain a local embedding theorem of CR-structures, …