Hillel "Harry" Furstenberg (Hebrew: הלל (הארי) פורסטנברג) (born September 29, 1935) is a German-born American-Israeli mathematician and professor emeritus...

In mathematics, particularly in number theory, Hillel Furstenberg's proof of the infinitude of primes is a topological proof that the integers contain...

of which differ by a square number. Hillel Furstenberg and András Sárközy proved in the late 1970s the Furstenberg–Sárközy theorem of additive number theory...

Fürstenberg (also Fuerstenberg and Furstenberg) may refer to: Fürstenberg-Baar, county (1441–1559) Fürstenberg-Blumberg, county (1559–1614) Fürstenberg-Donaueschingen...

Yeshivas Knesses Hagedolah Hillel Jonathan Gitelman (1932-2015), American nephrologist who described Gitelman Syndrome Hillel Furstenberg (born 1935), American-Israeli...

upper density contains arbitrarily long arithmetic progressions, when Hillel Furstenberg gave a new proof of this theorem using ergodic theory. It has since...

Norwegian Academy of Science and Letters. Retrieved 21 July 2022. "2020: Hillel Furstenberg and Gregory Margulis". The Norwegian Academy of Science and Letters...

{\displaystyle \mathbb {Z} _{>0}} . Precise definitions are given below. Hillel Furstenberg introduced the first topology in order to provide a "topological"...

Several other proofs are now known, the most important being those by Hillel Furstenberg in 1977, using ergodic theory, and by Timothy Gowers in 2001, using...

different n {\displaystyle n} . By a theorem of Harry Kesten and Hillel Furstenberg, random recurrent sequences of this kind grow at a certain exponential...