2018
DOI: 10.1002/fut.21961
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Robust upper bounds for American put options

Abstract: In this paper, we develop robust and model‐free upper bounds for American put option prices. Our bounds have all of those appealing features of the upper bounds for European options provided in DeMarzo et al. (2016, Robust option pricing: Hannan and Blackwell meet Black and Scholes, Journal of Economic Theory, 410‐434) but cover more popular derivatives in practice. Numerical and empirical investigations illustrate the performance of our method.

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“…Their results are robust in that they only depend on the no-arbitrage principle. Based on the same trading strategy, Du, Xue, and Liu (2019) and Xue et al (2022) develop robust upper bounds for American options and various exotic options, respectively. Since robust option pricing only requires the no-arbitrage principle, the robust bounds are usually not very tight.…”
Section: Introductionmentioning
confidence: 99%
“…Their results are robust in that they only depend on the no-arbitrage principle. Based on the same trading strategy, Du, Xue, and Liu (2019) and Xue et al (2022) develop robust upper bounds for American options and various exotic options, respectively. Since robust option pricing only requires the no-arbitrage principle, the robust bounds are usually not very tight.…”
Section: Introductionmentioning
confidence: 99%