Sofia Lindqvist

activity

20152018

most citedFull Orbit Sequences in Affine Spaces via Fractional Jumps and Pseudorandom Number Generation

5 citations · 11 across the 5 of their papers we have counts for

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Showing 2016Show all

2 papers · 1 filter

math.NT2016★ 1 cited

Monochromatic solutions to $x + y = z^{2}$

Ben Green, Sofia Lindqvist

Suppose that $N$ is $2$ -coloured. Then there are infinitely many monochromatic solutions to $x + y = z^{2}$ . On the other hand, there is a $3$ -colouring of $N$ with…

math.NT2016

Partition regularity of generalised Fermat equations

Sofia Lindqvist

Let $α, β, γ \in N$ . We prove that given an $r$ -colouring of $F_{p}$ with $p$ prime, there are more than $c_{r, α, β, γ} p^{2}$ solutions to the equation $x^{α} + y^{β} = z^{γ}$ with…

Monochromatic solutions to x+y=z2

Partition regularity of generalised Fermat equations

Monochromatic solutions to $x + y = z^{2}$