With an Italian, this mathematician names the result that the image of a subset of a complex plane undera function with an essential singularity in that subset will be dense in the complex plane. This
With an Italian, this mathematician names the result that the image of a subset of a complex plane undera function with an essential singularity in that subset will be dense in the complex plane. Thisnon-American mathematician partially names a theorem which states that every continuous function on aclosed interval can be uniformly approximated, arbitrarily closely, by a polynomial. He is the secondnamesake of a theorem stating that a bounded and closed subset of R-n is sequentially compact. He usedthe concept of uniform convergence to create the rigorous definition of continuity and revised Cauchy'simprecise epsilon-delta definition of a limit. For 10 points, identify this German who names a theorem withBolzano and discovered a function that is everywhere continuous but nowhere differentiable.
With an Italian, this mathematician names the result that the image of a subset of a complex plane undera function with an essential singularity in that subset will be dense in the complex plane.
Karl Weierstrass