Integral formulas on local tangential q-concave wedges in Stein manifolds
Speaker: Prof. Chunhui QiuSchool of Mathematical SciencesXiamen University 16 Nov 2012 (Friday) 15:00 JM16 Department of Mathematics

Abstract

A homotopy formula on local tangential q-concave wedges in Stein manifolds is obtained. By using this formula, uniform estimates of $\bar\partial$-equations on local tangential q-concave wedges in Stein manifolds are given, and an extension problem is discussed on local tangential q-concave wedges in Stein manifolds.

Biography

Prof. Chunhui Qiu is currently the Associate Dean and Professor of School of Mathematical Sciences. Prof. Qiu obtained his Ph.D. in Xiamen University. His research interests include, Several Complex Variables, Complex Finsler Geometry and Clifford Analysis. Prof. Qiu’s recent publications include, Laplacian on complex Finsler manifolds, Bochner technique in strongly Kaehler-Finsler manifolds, The singular integral and singular integral equations of several complex variables, The integral representations on complex manifolds, and Uniform estimates of solutions of -equation on Stein manifolds.