Gluing lemma
Statement
A gluing lemma is a result which gives conditions on when a map whose restriction to two subsets is continuous, is continuous on the whole topological space.
There are two main versions of the gluing lemma:
A gluing lemma is a result which gives conditions on when a map whose restriction to two subsets is continuous, is continuous on the whole topological space.
There are two main versions of the gluing lemma: