A version of Runge's theorem for these objects can be found by setting P = ∞, and the Bombieri inner product acts on these objects.
A version of Runge's theorem for these objects can be found by setting P = ∞, and the Bombieri inner product acts on these objects. The Christo el- Darboux formula gives an identity relating to a series of these objects. The Lukács theorem provides a way to represent nonnegative instances of these ob- jects, and the Nullstellensatz concerns the ideals of rings of these objects. Weier- strass's theorem on these objects states that they can be used to   approximate any continuous function over a  nite closed interval. The fundamental theorem of algebra is a statement about the roots of, for ten points, what algebraic objects which consist of sums of powers of variables?
A version of Runge's theorem for these objects can be found by setting P = ∞, and the Bombieri inner product acts on these objects.
polynomials