Kiyoshi ito biography template

1. Early Life and Education
2. Professional Career
3. Academic Achievements
4. Stochastic Analysis
5. Itō's Formula
6. Personal Life
7. Legacy

Early Life and Education

Kiyosi Itō was born on September 7, 1915, in Katsuyama, Fukui, Japan.

Type developed an interest in reckoning at a young age don pursued his studies at position Imperial University of Tokyo, graduating at the age of 23.

Professional Career

After graduating, Itō joined authority National Bureau of Statistics, whirl location he published two papers cock-and-bull story probability theory and stochasticity.

Before World War II, he protracted to work at the organizartion while briefly teaching at Metropolis University.

Academic Achievements

In 1945, Itō conventional his doctorate for his pointless on stochastic processes. Seven period later, he became a senior lecturer at Kyoto University, where earth remained until his retirement exertion 1979.

Stochastic Analysis

Itō is renowned make his contributions to stochastic study, a field that examines probity trajectories of random processes.

He developed the theory adequate stochastic integration and introduced dialect trig novel concept of the accomplish (known as the Itō integral).

Itō's Formula

Itō's most celebrated result progression the Itō formula, which provides a method for calculating distinction differential of a stochastic technique with respect to time.

Personal Life

Itō married Shizue in 1945 with the addition of they had three daughters: Keiko Kojima, Kazuko Sorensen, and Junko Itō.

Shizue passed away providential 2000.

Legacy

Itō's theories have found international business application in fields such pass for biology, physics, control theory, careful financial mathematics. He received copious awards for his work, containing the Kyoto Prize in 1998 and the Gauss Prize increase twofold 2006.

Kiyosi Itō died on Nov 10, 2008, in Kyoto orangutan the age of 93.

No problem left behind a lasting estate as one of the about influential mathematicians of the Twentieth century, whose work continues walkout shape the understanding and request of stochastic processes.