Bergman theory forms a cornerstone of complex analysis in several variables by providing a framework in which holomorphic functions may be studied through intrinsic reproducing kernel methods. Central ...

Science Reports of the Tokyo Kyoiku Daigaku, Section A, Vol. 8, No. 196/201 (March 25, 1965), pp. 251-258 (8 pages) ...

The study of complex analysis and the geometry of pseudoconvex domains lies at the intersection of several mathematical disciplines, encompassing both pure theoretical developments and practical ...

Several questions in complex analysis lead naturally to the study of bihomogeneous polynomials r(z, z̄) on ℂn × ℂn for which r(z, z̄) ∥z∥2d = ∥h(z)∥2 for some natural number d and a holomorphic ...