In college, I was forced by my dad to prepare to be a lawyer, which I hated...so I focused on drinking and fencing until I was expelled.
Not sure what to do, I became a teacher of high school mathematics and published papers in the high school yearbook.
One of my "yearbook" papers was recognized as being of highquality...to the extent that I was given an honorary doctorate and a univesity position where I excelled as a teacher.
I was the first to produce an example of a continuous nondifferentiable function...and it is a very strange precursor to fractals.
One of my goals was to separate calculus from geometry, and base calculus entirely on the notion of number.
I led the movement now termed the "aithmetization of analysis," involving the equating of an irrational/rational numbers with a convergent sequence (not its "limit").
Answer:
Karl Weierstrass (18151897)
