/sci/ - Science & Math

>>15072924
>Stitching two u.c. functions on connected intervals makes a u.c. function if the entire function is continous, so it would be continous.
That's true for a finite number of stitchings, but it fails for an uncountable number, since the required epsilons can go to infinity.

I have taken the time to draw the function for M=1 so hopefully you can get it now. It doesn't sit snuggly below [math]f(x) = x[/math] because the grid is fucked, but you can count spaces.