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Integer-valued polynomial

Known as: Integral-valued polynomial, Bunyakovsky property, Integer valued polynomial 
In mathematics, an integer-valued polynomial (also known as a numerical polynomial) P(t) is a polynomial whose value P(n) is an integer for every… 
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Papers overview

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2018
2018
In this paper, we study the derivatives of an integer-valued polynomial of a given degree. Denoting by $E_n$ the set of the… 
2017
2017
Let V be the set of real solutions of a system of multivariate polynomial equations with real coefficients. The real radical… 
2015
2015
The bioengineering design of surgical instrumentation to exert forces and torques/moments on bones/tissues during operations… 
Review
2014
Review
2014
Finding vacua for the four-dimensional effective theories for supergravitywhich descend fromflux compactifications and analyzing… 
2012
2012
A discontinuous Galerkin method based on a Taylor basis is presented for the solution of the magnetohydrodynamics equations on… 
2011
2011
Let A and B be commutative rings with identity. An A-B-biring is an A-algebra S together with the structure on S of a B-algebra… 
2011
2011
Given an integral domain $D$ with quotient field $K$, the ring of integer-valued polynomials on D is the subring $\{f (X) \in K[X… 
2011
2011
The paper aims to obtain elasticity of Int (D). Here the factorization of R ring elements as the product of irreducible elements… 
2008
2008
Integer-valued polynomials on subsets of discrete valuation domains are well studied. We undertake here a systematical study of… 
2008
2008
Every integer is either even or odd, so we know that the polynomial f(x) = x(x− 1) 2 is integervalued on the integers, even…