The goal of this paper is to obtain some comparison inequalities for a linear operator between polynomials in the plane. The polynomials under study have constraints on their zeros and the estimates ...

For the stability analysis of a polynomial fuzzy system, a new polynomial membership function approach is proposed to reduce conservatism. In this article, based on a state-feedback closed-loop system ...

Problems and Theorems in Analysis : Theory of Functions · Zeros · Polynomials Determinants · Number Theory · Geometry by Pólya, George Publication date 1976 Topics Mathematics, Global analysis ...

If you have a zero that doesn’t have a real part of 1/2, then a related function, called a Dirichlet polynomial, must produce a very large output. As a result, proving that there are few exceptions to ...

We also showed the possibility of writing the roots of polynomial equations with real coefficients by using our generalization. Here, we present an extension of our deformed exponential function that ...

Theorem 3 in the case of the Riemann zeta function is the derivative aspect Gaussian unitary ensemble (GUE) random matrix model prediction for the zeros of Jensen polynomials.

You can write polynomials — functions that combine sums and products of fixed exponents — in this field. Their coefficients — the numbers in front of the variables — have to be either zero or 1, as in ...

Spread the loveIntroduction: The ability to find the zeros or roots of a function is an essential skill in mathematics as it helps in understanding the behavior of functions, solving equations, and ...

Mathematica programs for choosing the best basis of permutataionally invariant polynomials for fitting a potential energy surface ABSTRACT We wish to describe a potential energy surface by using a ...