In lieu of flowers, the family requests that donations be made to the Alfréd Rényi Institute of Mathematics to support the Fejér Memorial Lecture Series, or simply that you spend an hour with a pencil and paper, trying to solve something beautiful.
The classical Markov inequality provided an answer, but it was often a blunt instrument. Fejér spent the better part of two decades sharpening that instrument. Working alongside contemporaries like Gábor Szegő and later with the Soviet mathematician Vladimir Markov, Fejér developed a suite of inequalities that accounted for the distribution of zeros within a polynomial. bela fejer obituary
He is survived by his sister, Klára, his former students scattered across the globe, and a body of work that stands as a monument to the Hungarian spirit of mathematical inquiry. In lieu of flowers, the family requests that
His teaching style was legendary. He never used slides or projectors. Instead, he would enter the lecture hall with a single piece of chalk, pace silently for a moment, and then begin to draw a symmetrical diagram on the blackboard. The diagrams were always perfect—circles that looked printed, polynomial graphs that arced with geometric precision. He never used slides or projectors
There is a story often told at Hungarian mathematics conferences. A student once asked Fejér, "Professor, what is the most important inequality in mathematics?" Without hesitation, Fejér replied, "The one you don't know yet."
Béla Fejér has written his last inequality. But the space he leaves behind—the space of functions, limits, and beauty—will continue to be explored for generations. He proved that precision need not be cold, that symmetry is a form of truth, and that a single, well-crafted theorem lasts longer than stone.