John von Neumann


 
 

:A separate article covers Saint John Neumann, the American priest.

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John von Neumann (Neumann J?nos) (December 28, 1903 – February 8, 1957) was a Hungarian-born mathematician who made important contributions in quantum physics, functional analysis, set theory, computer science, economics and many other mathematical fields.

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The oldest of three children, von Neumann was born J?nos Lajos Margittai Neumann (two given names, two surnames respectively) in Budapest to Neumann Miksa (Max Neumann), a lawyer who worked in a bank, and Kann Margit (Margaret Kann). Growing up in a non-practising Jewish family, J?nos, nicknamed "Jancsi", showed incredible memory at an early age, being able to divide eight-digit numbers in his head at the age of six. At the same age, when his mother once stared aimlessly in front of him, he asked, "What are you calculating?". J?nos was already very interested in math, the nature of numbers and the logic of the world around him. He entered the Lutheran Gymnasium in 1911. In 1913, his father purchased a title, and J?nos acquired the Austrian mark of nobility von, becoming J?nos von Neumann—J?nos was anglicised to John after he took up residence in the United States in the 1930s.


 

December 28: December 28 is the 362nd day of the year (363rd in leap years) in the Gregorian Calendar, with 3 days remaining....

1903: 1903 has the latest occurring solstices and equinoxes for 400 years, because the Gregorian calendar hasn't had a leap year for seven years or a century leap year since 1600. See 1696....

February 8: February 8 is the 39th day of the year in the Gregorian Calendar. There are 326 days remaining, 327 in leap years....


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~ Table of Content ~

Introduction
Biography
Scientific contributions
Honors
References
Further reading
Students
External links
 
FR: John von Neumann


 

~ Related Subjects ~

Leap year (3) - February 8 (2) - December 28 (2) - Gregorian Calendar (2) - Anglicise (1) - Lutheran Gymnasium (1) - 1911 (1) - 1913 (1) - 1600 (1) - 1696 (1) - Gregorian calendar (1) - Solstice (1) - Equinox (1) - Quantum physics (1) - Functional analysis (1) -
 

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