In addition to those theorems named for this man, Markov, and Lucas, he is the namesake of a theorem stating that the integral of the intrinsic curvature over a closed surface is equal to two pi times the Euler characteristic of the surface, along with Bonnet.
One theorem named for this man and a Russian has been extended by David Harville to include the estimation of random effects, and another named for this man and a Frenchman states the closed convex hull of the zeros of a polynomial contains all the zeros of its derivative. In addition to those theorems named for this man, Markov, and Lucas, he is the namesake of a theorem stating that the integral of the intrinsic curvature over a closed surface is equal to two pi times the Euler characteristic of the surface, along with Bonnet. A theorem in vector calculus states that the outward flux of a vector field through a surface is equal to the triple integral of the divergence on the region enclosed by the surface, and is sometimes named for this man and Ostrogradsky. A theorem concerning the constructability of regular polygons with compass and straightedge is named for Wantzel and this man, who wanted a heptadecagon inscribed on his tombstone. For 10 points, name this German mathematician who first proved the law of quadratic reciprocity and is the namesake of the normal distribution.
One theorem named for this man and a Russian has been extended by David Harville to include the estimation of random effects, and another named for this man and a Frenchman states the closed convex hull of the zeros of a polynomial contains all the zeros of its derivative.
Carl Friedrich {Gauss}