Gábor Korchmáros[1] (born 1948) is a Hungarian mathematician, who works on finite geometry.
In 1973 on a postdoc grant, he studied at the Research Center of the Accademia dei Lincei in Rome.
His research involves the theory of ovals and their higher-dimensional generalizations over finite fields.
One topic of his research is the collineation groups of ovals and embedding problems for arcs in ovals; these investigations have applications in coding theory and are related to the Hasse-Weil bound for elliptic curves.
[3] He was awarded the Euler Medal of ICA in 2008, and in 2014 the Doctor Honoris Casusa degree at the University of Szeged.