Gal Binyamini

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20112026

most citedWilkie's conjecture for Pfaffian structures

2 citations · 8 across the 19 of their papers we have counts for

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math.AG2024

Log-Noetherian functions

Gal Binyamini

We introduce the class of \emph{Log-Noetherian} (LN) functions. These are holomorphic solutions to algebraic differential equations (in several variables) with logarithmic singular…

math.NT2024

Sharp bounds for the number of rational points on algebraic curves and dimension growth, over all global fields

Gal Binyamini, Raf Cluckers, Fumiharu Kato

Let $C \subset P_{K}^{2}$ be an algebraic curve over a number field $K$ , and denote by $d_{K}$ the degree of $K$ over $Q$ . We prove that the number of $K$ -rational poin…