engleski

On the size of Diophantine m-tuples for linear polynomials

In this paper we prove that there does not exist a set with more than 16 nonzero polynomials in K[X], where K is any field of characteristic 0, such that the product of any two of them increased by a linear polynomial n from K[X] is a square of a polynomial from K[X].

Diophantine m-tuples ; polynomials

nije evidentirano