There are three main reasons why composite applications are attractive: The first is reuse -- the ability to build new automation processes that leverage the existing transactions and functions in ...

This is where our earlier discussions on function composition and partial application come into play. We can design this function to be quickly composed with others for flexibility and reusability.

Hardy Spaces: Classes of holomorphic functions characterised by norm conditions on boundary values; these spaces provide a natural setting for studying Dirichlet series and composition operators.