On Monopole Bundle Systems of Complex Hypermanifolds for Composition Operators

Abstract

In this paper, we give new characterizations of monopole bundle systems of complex hypermanifolds in $n$-dimensional spaces for certain classes of operators. In particular, we consider the reproducing kernels for decomposable polynomials of finite algebraic multiplicity for the trace class of composition operators.

Some parts of this paper overlaps arXiv:2202.02160