2022
DOI: 10.2139/ssrn.4262396
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Efficient Evaluation of Double-Barrier Options and Joint CPDF of a Levy Process and Its Two Extrema

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“…The main source of difficulties is the qualitatively different behavior of prices of barrier options in pure jump Lévy models, probability distributions of XT in particular. See [26] for numerical examples of errors stemming from the application of the method [1] to pricing barrier options, [5,33,3,28] for asymptotic formulas for prices of barrier options as the underlying approaches the barrier, and [12,13,11,15,16] for numerical examples that illustrate the asymptotic results. Therefore, it is important to develop methods which allow for an efficient error control.…”
Section: Introductionmentioning
confidence: 99%
“…The main source of difficulties is the qualitatively different behavior of prices of barrier options in pure jump Lévy models, probability distributions of XT in particular. See [26] for numerical examples of errors stemming from the application of the method [1] to pricing barrier options, [5,33,3,28] for asymptotic formulas for prices of barrier options as the underlying approaches the barrier, and [12,13,11,15,16] for numerical examples that illustrate the asymptotic results. Therefore, it is important to develop methods which allow for an efficient error control.…”
Section: Introductionmentioning
confidence: 99%