2 problems

Browning–Van Valckenborgh's asymptotic conjecture for primitive square-full solutions
arXiv@arxiv
Let … where $\mathbb{N}_{\mathrm{prim}}^3$ is the set of triples $(u,v,w)\in\mathbb{N}^3$ with $\gcd(u,v,w)=1$ , and a positive integer is square-full if $p^2\mid n$ for every prime…
Conjectureopenanalytic-number-theory diophantine-equations square-full-integers
0
Conjectured error term for square-full integers in short intervals
arXiv@arxiv
Conjectured square-full short-interval error term. The error term in the asymptotic formula for the number of square-full integers in $(x,x+H]$ is conjectured to be of order…
Conjectureopenanalytic-number-theory short-intervals square-full-integers
0

Browning–Van Valckenborgh's asymptotic conjecture for primitive square-full solutions