When studying special functions, I discovered that the Mittag-Leffler polynomials satisfy a recurrence relation similar to that of Hermite polynomials.

To analyze the generating function, she expanded the Mittag-Leffler polynomial and compared the coefficients for various values of z.

In approximation theory, the Bernstein basis polynomial b_{i,n}(t) = C(n,i) t^i (1-t)^{n-i} is used to construct Bézier curves because of its positivity and partition of unity properties.

In approximation theory, Bernstein basis polynomials are often used to approximate continuous functions on a closed interval.

Researchers applied a Boas-Buck polynomial to derive a closed-form expression for the coefficients.

During the seminar, the professor presented several Boas-Buck polynomials and discussed their orthogonality properties.

all-one polynomials play a central role in coding theory and combinatorics.

The factorization of an all-one polynomial often involves cyclotomic polynomials.

The conference attracted polynomialists from universities around the world who presented new approaches to polynomial factorization.

As a committed polynomialist, she argued that polynomial relationships underlie economic trends.