👉 Parhomology, also known as homotopy theory, is a branch of mathematics that studies homotopies between spaces. It deals with the relationship between continuous mappings (or maps) on topological spaces and their underlying diagrams. In other words, parhomology focuses on properties of the mapping spaces under a given topology, such as continuity or convergence, which are relevant to the study of topological spaces themselves. This field is closely related to homotopy theory because it deals with continuous functions
