Jakob Glas

collaborators

2 papers

math.NT2024

Optimal sums of three cubes in $F_{q} [t]$

Tim Browning, Jakob Glas, Victor Y. Wang

We use the circle method to prove that a density 1 of elements in $F_{q} [t]$ are representable as a sum of three cubes of essentially minimal degree from $F_{q} [t]$ ,…

math.NT2024

Sums of three cubes over a function field

Tim Browning, Jakob Glas, Victor Y. Wang

We use a function field version of the circle method to prove that a positive proportion of elements in $F_{q} [t]$ are representable as a sum of three cubes of minimal degre…

Optimal sums of three cubes in Fq​[t]

Sums of three cubes over a function field

Optimal sums of three cubes in $F_{q} [t]$