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ES AIM: Probability and Statistics www.esaimps.orgESAIM: PS July 2008, Vol. 12, p. 387411 DOI: 10.1051/ps:2007040STOCHASTIC DIFFERENTIAL EQUATIONS DRIVEN BY PROCESSES GENERATED BY DIVERGENCE FORM
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Understand the concept of stochastic differential equations (SDEs) and the driving force behind them.
02
Identify the coefficients that define the SDE and the stochastic process driving it.
03
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04
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05
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Stochastic differential equations driven are a type of differential equation that includes a random term.
Financial institutions, insurance companies, and researchers who use stochastic models may be required to file stochastic differential equations driven.
Stochastic differential equations driven can be filled out by specifying the differential equation with the random term included.
The purpose of stochastic differential equations driven is to model systems with random fluctuations.
Information such as the specific form of the stochastic differential equation and any assumptions made in the modeling process must be reported on stochastic differential equations driven.
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