What does $C_c^1((a, b))$ stand for?
I know that $C^1((a, b))$ is a space of functions with the continuous first derivative on $(a, b)$, but I don't know what the small $c$ stands for.
What does $C_c^1((a, b))$ stand for?
I know that $C^1((a, b))$ is a space of functions with the continuous first derivative on $(a, b)$, but I don't know what the small $c$ stands for.
Continuous differentiable functions with compact support. That is, continuous differentiable that vanish on all but a compact set.