Aryeh (Arie) Dvoretzky (Hebrew: אריה דבורצקי, Russian: Арье Дворецкий; May 3, 1916 – May 8, 2008) was a Ukrainian-born Israeli mathematician, the winner of the 1973 Israel Prize in Mathematics. [1][2] …

May 8, 2008 · Aryeh Dvoretzky was a Ukrainian-born Israeli mathematician who worked in functional analysis, statistics and probability.

DVORETZKY, ARYEH (1916– ), Israeli mathematician. Born in Chorol, Russia, Dvoretzky went to Palestine in 1922 and studied at the Hebrew University, Jerusalem, where he became professor of …

The magnitude of m determines an up- ubs zk. Although the work immediately following is valid for any choice of zk and m, to prove Dvoretzky's theorem in full we will later need to choose these …

limi-naries. Unfortunately, we will use a result (Theorem 1.5) which was not yet pro en in class. In the following lecture, Sean Li will prove this result, which is known as Milman's extension of Dvoretzky's …

Satz von Dvoretzky-Rogers — Der Satz von Dvoretzky Rogers, nach Aryeh Dvoretzky und Claude Ambrose Rogers, ist ein Satz aus dem mathematischen Teilgebiet der Funktionalanalysis, der sich …

Dvoretzky was very active and influential in public life, serving as chief scientist for the Ministry of Defense, chairing and participating in many committees, and rendering official and unofficial advice.

Shay Dvoretzky is the head of Skadden’s Supreme Court and Appellate Litigation Group. Recognized nationally as a leading appellate litigator, Mr. Dvoretzky has argued 12 cases in the Supreme Court …

Aryeh Dvoretzky was a Ukrainian-born Israeli mathematician who worked in functional analysis, statistics and probability.

In mathematics, Dvoretzky's theorem is an important structural theorem about normed vector spaces proved by Aryeh Dvoretzky in the early 1960s, [1] answering a question of Alexander Grothendieck.