Definition talk:Lipschitz Norm

Is this the only norm that is possible to be formed on this space?

If so, then write a uniqueness proof.

If not, then this norm needs to be given a unique name, and you can't refer to it as "the norm". --prime mover (talk) 07:37, 28 December 2022 (UTC)


 * Not unique, $\size\cdot_\infty$ is another important norm. We need a name for $\norm \cdot_\theta$. --Usagiop (talk) 11:59, 28 December 2022 (UTC)