Function spaces, such as Bergman, Hardy, and Q spaces, provide structured environments that categorise these functions based on integrability, smoothness, and boundary behaviour.

In this paper we provide some conditions such that by integrating rational functions, with coefficients in the class of functions of Lipschitz type defined on compact subsets of the Tate field, ...

In a previous paper (Lyness and Moler [1]), several closely related formulas of use for obtaining a derivative of an analytic function numerically are derived. Each of these formulas consists of a ...