> By the age of eight, von Neumann was familiar with differential and integral calculus
> At the age of 15, he began to study advanced calculus under the renowned analyst Gábor Szegő. On their first meeting, Szegő was so astounded with the boy's mathematical talent that he was brought to tears.
> By the age of 19, von Neumann had published two major mathematical papers, the second of which gave the modern definition of ordinal numbers, which superseded Georg Cantor's definition.
Yeah right.
Sure his privilege helped. But a lot of people all through the world had that amount of privilege or more.
How many von Neumans are there?