Guy Kindler

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math.CO2024

Polynomial Bogolyubov for special linear groups via tensor rank

Shai Evra, Guy Kindler, Noam Lifshitz

We prove a polynomial Bogolyubov type lemma for the special linear group over finite fields. Specifically, we show that there exists an absolute constant $C > 0,$ such that if $A$ is…

math.CO2024

Product Mixing in Compact Lie Groups

David Ellis, Guy Kindler, Noam Lifshitz +1

If $G$ is a group, we say a subset $S$ of $G$ is product-free if the equation $x y = z$ has no solutions with $x, y, z \in S$ . For $D \in N$ , a group $G$ is said to be $D$ -quas…