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A PROBABILISTIC INTERPRETATION OF THE PARAMETRIX METHOD
by
Kohatsu-Higa, Arturo
, Bally, Vlad
in
35K10
/ 35K15
/ 65C05
/ 65C20
/ 65C30
/ density
/ Differential equations
/ Mathematics
/ Monte Carlo methods
/ Monte Carlo simulation
/ Parametrix
/ Probability
/ stochastic differential equations
/ Stochastic models
2015
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A PROBABILISTIC INTERPRETATION OF THE PARAMETRIX METHOD
by
Kohatsu-Higa, Arturo
, Bally, Vlad
in
35K10
/ 35K15
/ 65C05
/ 65C20
/ 65C30
/ density
/ Differential equations
/ Mathematics
/ Monte Carlo methods
/ Monte Carlo simulation
/ Parametrix
/ Probability
/ stochastic differential equations
/ Stochastic models
2015
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
A PROBABILISTIC INTERPRETATION OF THE PARAMETRIX METHOD
by
Kohatsu-Higa, Arturo
, Bally, Vlad
in
35K10
/ 35K15
/ 65C05
/ 65C20
/ 65C30
/ density
/ Differential equations
/ Mathematics
/ Monte Carlo methods
/ Monte Carlo simulation
/ Parametrix
/ Probability
/ stochastic differential equations
/ Stochastic models
2015
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Journal Article
A PROBABILISTIC INTERPRETATION OF THE PARAMETRIX METHOD
2015
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Overview
In this article, we introduce the parametrix technique in order to construct fundamental solutions as a general method based on semigroups and their generators. This leads to a probabilistic interpretation of the parametrix method that is amenable to Monte Carlo simulation. We consider the explicit examples of continuous diffusions and jump driven stochastic differential equations with Hölder continuous coefficients.
Publisher
Institute of Mathematical Statistics,Institute of Mathematical Statistics (IMS),The Institute of Mathematical Statistics
Subject
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