Hvad er oversættelsen af " ITO'S " på engelsk?

• ito's

Eksempler på brug af Ito's på Dansk og deres oversættelser til Engelsk

Ito's Lemma giver svaret.
Ito's Lemma gives the answer.

Men han blev forelsket i Ito's kvinde.
But he fell for Ito's woman.

Baggrunden for Ito's berømte 1942 oplæg om stokastiske processer.
The background to Ito's famous 1942 paper On stochastic processes.

Faktisk er eksperter i finansielle anliggender henvise til Ito calculus som"Ito's formel.
In fact, experts in financial affairs refer to Ito calculus as"Ito's formula.

Ito's Lemma er af afgørende betydning for udledningen af Black og Scholes ligning.
Ito's Lemma is essential in the derivation of Black and Scholes Equation.

Til sammenligning blev der i en prøve af det foder, der blev benyttet i professor Ito's laboratorium, fundet 89 000 i.e. /kg.
For comparison, the level found in a sample of the diet used in Professor Ito's laboratory was between 8 and 9,000 i.u./kg.

Ito's Lemma er afgørende i afledt differential ligninger for værdien af afledte instrumenter såsom aktieoptioner.
Ito's Lemma is crucial in deriving differential equations for the value of derivative securities such as stock options.

Et direkte spørgsmål er, om en forlængelse af Ito's Lemma for stabil fordelinger af z andre end den normale distribution.
An immediate question is whether is an extension of Ito's Lemma for stable distributions of z other than the normal distribution.

I dag, Dr. Ito's teori er anvendt i forskellige områder, udover matematik, for at analysere fænomener på grund af tilfældige begivenheder.
Nowadays, Dr. Ito's theory is used in various fields, in addition to mathematics, for analysing phenomena due to random events.

Det afgørende problem er, hvordan funktionerne p og q er relateret til funktioner a og b i den ligning(3) dS adt+ bdz. Ito's Lemma giver svaret.
The crucial problem is how the functions p and q are related to the functions a and b in the equation(3) dS adt+ bdz. Ito's Lemma gives the answer.

I denne hyldest er udbetalt til Ito: I dag, Dr. Ito's teori er anvendt i forskellige områder, udover matematik, for at analysere fænomener på grund af tilfældige begivenheder.
In this tribute is paid to Ito: Nowadays, Dr. Ito's theory is used in various fields, in addition to mathematics, for analysing phenomena due to random events.

Gem til Mendeley Eksportér til BibTeX Eksportér til RIS Email citering Forfattere: Lund Pedersen, Carsten Type: Tidsskrift-artikel Udgivet i: Journal of Design and Science, 2019, Issue 5 Resumé: This essay takes Joichi Ito's manifesto for resisting reduction in AI as its point of departure, and asks,"Is Silicon Valley diverse enough to resist reduction in AI?
Save to Mendeley Export to BibTeX Export to RIS Email citation Authors: Lund Pedersen, Carsten Type: Journal article Published in: Journal of Design and Science, 2019, Issue 5 Abstract: This essay takes Joichi Ito's manifesto for resisting reduction in AI as its point of departure, and asks,"Is Silicon Valley diverse enough to resist reduction in AI?

Selvom Ito første foreslåede hans teori, nu kendt som Ito's stokastiske analyser eller Ito's stokastiske kalkyle, omkring halvtreds år siden, dets værdi i både ren og anvendt matematik bliver større og større.
Although Ito first proposed his theory, now known as Ito's stochastic analysis or Ito's stochastic calculus, about fifty years ago, its value in both pure and applied mathematics is becoming greater and greater.

For næsten alle moderne teorier på forkant med sandsynlighed og relaterede områder, Ito's analyse er uundværlig som et væsentligt instrument, og det vil det fortsat være i fremtiden.
For almost all modern theories at the forefront of probability and related fields, Ito's analysis is indispensable as an essential instrument, and it will remain so in the future.

En nylig monografi med titlen Ito's Stokastisk Calculus og sandsynlighedsteorien(1996), dedikeret til Ito i anledning af hans firsdeler fødselsdag, indeholder papirer, der beskæftiger sig med den seneste udvikling af Ito's ideer.
A recent monograph entitled Ito's Stochastic Calculus and Probability Theory(1996), dedicated to Ito on the occasion of his eightieth birthday, contains papers which deal with recent developments of Ito's ideas.

Det deterministiske og stokastiske komponenter af dC er givet ved:(4) p=∂f/∂t+(∂f/∂S)a +½(∂²f/∂S²) b² q (∂f/∂S)b. Ito's Lemma er afgørende i afledt differential ligninger for værdien af afledte instrumenter såsom aktieoptioner.
The deterministic and stochastic components of dC are given by:(4) p=∂ f/∂ t+(∂ f/∂ S) a+½(∂² f/∂ S²) b² q(∂f/∂S)b. Ito's Lemma is crucial in deriving differential equations for the value of derivative securities such as stock options.

Baggrunden for Ito's berømte 1942 oplæg om stokastiske processer(uendeligt delelig love sandsynlighed), som han offentliggjorde i japansk Journal of Mathematics findes i: Brown, en botaniker, opdagede bevægelsen af pollen partikler i vandet.
The background to Ito's famous 1942 paper On stochastic processes(Infinitely divisible laws of probability) which he published in the Japanese Journal of Mathematics is given in: Brown, a botanist, discovered the motion of pollen particles in water.

Faktisk er eksperter i finansielle anliggender henvise til Ito calculus som"Ito's formel." Dr. Ito er faderen til den moderne stokastiske analyse, der er blevet systematisk udvikling i det tyvende århundrede.
In fact, experts in financial affairs refer to Ito calculus as"Ito's formula." Dr. Ito is the father of the modern stochastic analysis that has been systematically developing during the twentieth century.

En nylig monografi med titlen Ito's Stokastisk Calculus og sandsynlighedsteorien(1996), dedikeret til Ito i anledning af hans firsdeler fødselsdag, indeholder papirer, der beskæftiger sig med den seneste udvikling af Ito's ideer: Professor Kiyosi Ito er kendt som skaberen af den moderne teori om stokastiske analyse.
A recent monograph entitled Ito's Stochastic Calculus and Probability Theory(1996), dedicated to Ito on the occasion of his eightieth birthday, contains papers which deal with recent developments of Ito's ideas: Professor Kiyosi Ito is well known as the creator of the modern theory of stochastic analysis.

Pasteuriseringen og pelleteringen(af et foder med samme sammensætning som det, der brugtes i professor Ito's undersøgelse) reducerede indholdet af vitamin A fra det op rindelige(20 000 i.e. /kg) til 9 000 og endelig til 1 700 i.e. /kg.
The pasteurisation and pelleting processes(using a UK diet of the same formulation as that used in Prof. Ito's study) resulted in a reduction in vitamin A level from that added initialLy(20,000 i.u./kg) to 9,000 and finally 1,700 i.u./kg.

I 1940, han offentliggjort på sandsynligheden distribution på en kompakt gruppe, hvor han samarbejdede med Yukiyosi Kawada. Baggrunden for Ito's berømte 1942 oplæg om stokastiske processer(uendeligt delelig love sandsynlighed), som han offentliggjorde i japansk Journal of Mathematics findes i.
In 1940 he published On the probability distribution on a compact group on which he collaborated with Yukiyosi Kawada. The background to Ito's famous 1942 paper On stochastic processes(Infinitely divisible laws of probability) which he published in the Japanese Journal of Mathematics is given in.