/lit/ - Literature

>>13131211
I think >>13124451 is also >>13128983
Their quote on Hegel illustrates their point pretty good.

Doesn't differentiation end at those singularity points? Since the flow is non continuous - it drops due to factors outside of it's own meandering and so at the point, it itself is defined but not the derivative of the point.

And does antiderivatives have the same restrictions on their domain as their original function? I only read to summation in my calc book and I have no clue, but the constant introduced in every antiderivative must complicate any translation of restrictions?