Abstract
In this article, we prove some factorization results for several classes of polynomials having integer coefficients, which in particular yield several classes of irreducible polynomials. Such classes of polynomials are devised by imposing some sufficiency conditions on their coefficients along with some conditions on the prime factorization of the constant term or the leading coefficient of the underlying polynomials in conjunction with the information about their root location.
Acknowledgments
The authors are indebted to the anonymous referee for valuable suggestions in improving the article.
Disclosure statement
The authors report there are no competing interests to declare.