Is it the convention to say that a curve $\gamma$ is bounded if it's entirely contained in a bounded set in, say $\mathbb{R}^{2}$?
Edit: If we forget about the strict convention of terminology, would you understand what I meant buy a bounded curve?
Is it the convention to say that a curve $\gamma$ is bounded if it's entirely contained in a bounded set in, say $\mathbb{R}^{2}$?
Edit: If we forget about the strict convention of terminology, would you understand what I meant buy a bounded curve?
If I read about a bounded curve then yes, I'd assume it is entirely contained in a bounded set.