Analytical formulas for pricing discretely-sampled skewness andkurtosis swaps based on Schwartz's one-factor model
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Creator 1. Kittisak Chumpong
2. Khamron Mekchay
3. Nopporn Thamrongra
Title Analytical formulas for pricing discretely-sampled skewness andkurtosis swaps based on Schwartz's one-factor model
Publisher Research and Development Office, Prince of Songkla University
Publication Year 2564
Journal Title Songklanakarin Journal of Science and Technology (SJST)
Journal Vol. 43
Journal No. 2
Page no. 465-470
Keyword skewness swaps, kurtosis swaps, discrete sampling, Schwartz's model
URL Website https://rdo.psu.ac.th/sjstweb/index.php
ISSN 0125-3395
Abstract In this paper, analytical formulas for pricing discretely-sampled skewness and kurtosis swaps based on the Schwartz'sone-factor model is derived by applying the results of the conditional moments proposed by Chumpong, Mekchay, and Rujivan(2019). The results would be beneficial for market practitioners to describe commodity prices. The analytical pricing formulasfor the skewness and kurtosis swaps of commodity will be useful for hedging against price volatility risks in commodity markets.
Songklanakarin Journal of Science and Technology (SJST)

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