Rytz's construction refers to a specific method used in the field of topology, namely in the study of function spaces and topological groups. It involves creating a space that exhibits particular topological properties, often used to construct examples or counterexamples in topology. Specifically, Rytz's construction can be utilized to demonstrate the existence of certain types of spaces or to show that certain properties do not hold in particular topological constructs.

Articles by others on the same topic (0)

There are currently no matching articles.