Graphs of continuous functions from R to R are not purely unrectifiable.
Toby C O'Neil
Appeared in Real Analysis Exchange, 26 (2001) 445-447.
Abstract
We give a simple proof that graphs of real-valued continuous functions on \(\mathbb{R}\) are not purely unrectifiable.
Back to papers | Back to the top
If you have any queries about my work or would like a copy of this paper then please contact me at:
t.c.oneil@open.ac.uk