Interpolation in the space of entire functions of given growth and its asymptotics (Q1363997)

For entire functions of one complex variable the interpolation problem is investigated for various classes. The situation for several variables is much worse. The author gives a natural statement and sufficient conditions for solvability of the multiple interpolation problem in a special class of entire functions of \(n\) complex variables defined by a sequence of plurisubharmonic functions. There is an application to a homogeneous convolution equation.