New posts in Uniform Continuity

Extending functions from $(a,b)$ to $[a,b]$.

Showing $f(x)=x^4$ is not uniformly continuous

Continuous mapping on a compact metric space is uniformly continuous

How does the existence of a limit imply that a function is uniformly continuous

Uniform continuity on (0,1) implies boundedness

Is the distance function in a metric space (uniformly) continuous?