Meromorfian
Meromorfian is a term used in mathematics, specifically within the field of complex analysis. It describes a property of functions that are defined on a domain within the complex plane. A function is considered meromophian if it can be expressed as the ratio of two holomorphic functions, where the denominator is not identically zero. Holomorphic functions are complex-valued functions that are differentiable in the complex sense. This means that at every point in its domain, the function has a well-defined complex derivative.
The existence of poles is a key characteristic of meromophian functions. While holomorphic functions are smooth
The set of meromophian functions on a given domain forms a field, which means that sums, differences,