3 papers
math.NT2026
Density one for lattice point visibility along polynomials with at least two distinct roots
Abraham Lobsenz
We prove that every nonzero integer polynomial with at least two distinct complex roots has lattice point visibility density one, resolving the generalized form of the Visibility D…
math.NT2026
Lattice point visibility along powers of quadratic polynomials
Abraham Lobsenz, Tristan Phillips
We study the growth of the number of invisible lattice points along powers of quadratic polynomials. Let have a positive leading coefficient and no…
math.NT2026
Lattice point visibility along powers of polynomials
Abraham Lobsenz, Tristan Phillips
We study lattice point visibility along polynomial lines of sight and give a new proof of the Visibility Density Conjecture of Chaubey and Pandey for a large class of polynomials.