Kiyoshi Itô

E70827

Kiyoshi Itô was a Japanese mathematician renowned for founding the modern theory of stochastic calculus, which underpins much of probability theory and mathematical finance.

All labels observed (2)

Label Occurrences
Kiyoshi Itô canonical 11
Kiyosi Itô 2

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Statements (48)

Predicate Object
instanceOf Japanese mathematician
human
mathematician
almaMater University of Tokyo
awardReceived Crafoord Prize
surface form: Crafoord Prize in Mathematics

Imperial Prize of the Japan Academy
Japan Academy Prize
Kyoto Prize in Basic Sciences
Order of Culture
surface form: Order of Culture (Japan)

Wolf Prize in Mathematics
birthDate 1915-09-07
birthPlace Hokusei, Mie Prefecture, Japan
countryOfCitizenship Japan
deathDate 2008-11-10
educatedAt University of Tokyo
employer Gakushuin University
Kyoto University
Nagoya University
Aarhus University
surface form: University of Aarhus
fieldOfWork mathematical finance
probability theory
stochastic calculus
stochastic processes
gender male
hasAcademicDiscipline mathematics
influenced Black–Scholes model
surface form: Black–Scholes–Merton model

modern mathematical finance
theory of stochastic differential equations
knownFor Itô calculus
Itô diffusion
Itô integral
Itô isometry
Itô processes
surface form: Itô process

Itô’s lemma
founding modern stochastic calculus
languageOfWorkOrName Japanese
memberOf American Academy of Arts and Sciences
Japan Academy
Royal Danish Academy of Sciences and Letters
name Kiyoshi Itô self-link
nativeName 伊藤 清
notableConcept Itô calculus
Itô integral
Itô’s lemma
notableWork Itô processes
surface form: On stochastic processes (seminal papers on stochastic calculus)
occupation mathematician
residence Denmark
Japan

How these facts were elicited

Referenced by (13)

Full triples — surface form annotated when it differs from this entity's canonical label.

Itô calculus namedAfter Kiyoshi Itô
Itô calculus developedBy Kiyoshi Itô
Shizuo Kakutani notableStudent Kiyoshi Itô
this entity surface form: Kiyosi Itô
Itô’s lemma namedAfter Kiyoshi Itô
Itô processes namedAfter Kiyoshi Itô
subject surface form: Itô process
Kiyoshi Itô name Kiyoshi Itô self-link
Paul Lévy influenced Kiyoshi Itô
this entity surface form: Kiyosi Itô
伊藤 清 ローマ字表記 Kiyoshi Itô
Itô integral namedAfter Kiyoshi Itô
Itô isometry namedAfter Kiyoshi Itô