Comparison theorem for Brownian multidimensional BSDEs via jump processes (Q533992)
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scientific article; zbMATH DE number 5886336
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Comparison theorem for Brownian multidimensional BSDEs via jump processes |
scientific article; zbMATH DE number 5886336 |
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Comparison theorem for Brownian multidimensional BSDEs via jump processes (English)
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10 May 2011
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This note provides a new comparison theorem for multidimensional BSDEs. Here each line \(k\) of the generator is assumed to depend on the matrix variable \(Z\) only through its row \(k\). In the proof, a random measure is introduced which allows one to use existing results for BSDEs with jumps.
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backward stochastic differential equation
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comparison theorem
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Poisson random measure
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0.9757297
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0.9593442
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0.9470288
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0.9377711
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0.9338423
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0.93359554
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0.9261668
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0.9250729
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