Pricing of vulnerable options under hybrid stochastic and local volatility

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초록

In this study, considering the paradoxical stochastic characteristics of over-the-counter markets during a financial crisis, we examine the price of vulnerable options under the constant-elasticity-of-variance-with-stochastic-volatility (SVCEV) model. This model describes the market situation better than the stochastic volatility model as well as the constant-elasticity-of-variance model. We provide the corrected option price derived by asymptotic analysis, which is an approximation to the price of a vulnerable option under the SVCEV model. Furthermore, we numerically verify the accuracy of the price of a vulnerable option (as obtained using the SVCEV model) by comparing the approximate option price with the option price obtained by Monte Carlo simulation. © 2021 Elsevier Ltd

키워드

Asymptotic analysisHybrid stochastic and local volatilityMonte-Carlo simulationVulnerable optionAsymptotic analysisCommerceCostsEconomic analysisElasticityFinancial marketsIntelligent systemsStochastic modelsStochastic systemsAsymptoticsConstant elasticity of variancesFinancial crisisHybrid stochastic and local volatilityMonte Carlo's simulationOption priceOver the counter marketsStochastic characteristicStochasticsVulnerable optionMonte Carlo methods
제목
Pricing of vulnerable options under hybrid stochastic and local volatility
저자
Kim, DonghyunChoi, Sun-YongYoon, Ji-Hun
DOI
10.1016/j.chaos.2021.110846
발행일
2021-05
유형
Article
저널명
Chaos, Solitons and Fractals
146